From 0904ef9b431052706cd711a4a729380330949586 Mon Sep 17 00:00:00 2001
From: Peter Gerwinski <peter.gerwinski@hs-bochum.de>
Date: Wed, 11 Nov 2015 18:30:49 +0100
Subject: [PATCH] Vorbereitung 12.11.2015

---
 20151105/Makefile-7 => 20151112/Makefile     |    4 +-
 20151112/Tower_of_Hanoi.jpeg                 |    1 +
 20151112/ainf-20151112.pdf                   |  Bin 0 -> 263525 bytes
 20151112/ainf-20151112.tex                   |  384 ++++
 20151112/earth-texture.rgb                   |    1 +
 20151112/logo-hochschule-bochum-cvh-text.pdf |    1 +
 20151112/logo-hochschule-bochum.pdf          |    1 +
 20151112/moon-texture.rgb                    |    1 +
 20151112/opengl-magic.c                      |   31 +
 20151112/opengl-magic.h                      |    2 +
 20151112/orbit-x.c                           |   59 +
 20151112/pgscript.sty                        |    1 +
 20151112/pgslides.sty                        |    1 +
 20151112/textured-spheres.c                  |   55 +
 20151112/textured-spheres.h                  |   10 +
 common/pgscript.sty                          |   54 +-
 common/pgslides.sty                          |   68 +-
 script/ainf-2015ws.pdf                       |  Bin 509991 -> 488634 bytes
 script/ainf-2015ws.tex                       | 1819 +++++++++---------
 19 files changed, 1547 insertions(+), 946 deletions(-)
 rename 20151105/Makefile-7 => 20151112/Makefile (59%)
 create mode 120000 20151112/Tower_of_Hanoi.jpeg
 create mode 100644 20151112/ainf-20151112.pdf
 create mode 100644 20151112/ainf-20151112.tex
 create mode 120000 20151112/earth-texture.rgb
 create mode 120000 20151112/logo-hochschule-bochum-cvh-text.pdf
 create mode 120000 20151112/logo-hochschule-bochum.pdf
 create mode 120000 20151112/moon-texture.rgb
 create mode 100644 20151112/opengl-magic.c
 create mode 100644 20151112/opengl-magic.h
 create mode 100644 20151112/orbit-x.c
 create mode 120000 20151112/pgscript.sty
 create mode 120000 20151112/pgslides.sty
 create mode 100644 20151112/textured-spheres.c
 create mode 100644 20151112/textured-spheres.h

diff --git a/20151105/Makefile-7 b/20151112/Makefile
similarity index 59%
rename from 20151105/Makefile-7
rename to 20151112/Makefile
index 130c77b..30b6529 100644
--- a/20151105/Makefile-7
+++ b/20151112/Makefile
@@ -1,6 +1,6 @@
-SOURCES = opengl-magic-test.c textured-spheres.c
+SOURCES = opengl-magic.c textured-spheres.c
 INCLUDES = opengl-magic.h textured-spheres.h
 LIBS = -lGL -lGLU -lglut
 
-: $(SOURCES) $(INCLUDES)
+%: %.c $(SOURCES) $(INCLUDES)
 	gcc -Wall $< $(SOURCES) $(LIBS) -o $@
diff --git a/20151112/Tower_of_Hanoi.jpeg b/20151112/Tower_of_Hanoi.jpeg
new file mode 120000
index 0000000..a1a794a
--- /dev/null
+++ b/20151112/Tower_of_Hanoi.jpeg
@@ -0,0 +1 @@
+../common/Tower_of_Hanoi.jpeg
\ No newline at end of file
diff --git a/20151112/ainf-20151112.pdf b/20151112/ainf-20151112.pdf
new file mode 100644
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diff --git a/20151112/ainf-20151112.tex b/20151112/ainf-20151112.tex
new file mode 100644
index 0000000..8ba1597
--- /dev/null
+++ b/20151112/ainf-20151112.tex
@@ -0,0 +1,384 @@
+% ainf-20151112.pdf - Lecture Slides on Applied Computer Sciences
+% Copyright (C) 2012, 2013, 2015  Peter Gerwinski
+%
+% This document is free software: you can redistribute it and/or
+% modify it either under the terms of the Creative Commons
+% Attribution-ShareAlike 3.0 License, or under the terms of the
+% GNU General Public License as published by the Free Software
+% Foundation, either version 3 of the License, or (at your option)
+% any later version.
+%
+% This document is distributed in the hope that it will be useful,
+% but WITHOUT ANY WARRANTY; without even the implied warranty of
+% MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
+% GNU General Public License for more details.
+%
+% You should have received a copy of the GNU General Public License
+% along with this document.  If not, see <http://www.gnu.org/licenses/>.
+%
+% You should have received a copy of the Creative Commons
+% Attribution-ShareAlike 3.0 Unported License along with this
+% document.  If not, see <http://creativecommons.org/licenses/>.
+
+\documentclass[10pt,t]{beamer}
+
+\usepackage{pgslides}
+\usepackage{pdftricks}
+
+\newrgbcolor{orange}{0.7 0.2 0.0}
+
+\begin{psinputs}
+  \usepackage[latin1]{inputenc}
+  \usepackage[german]{babel}
+  \usepackage[T1]{fontenc}
+  \usepackage{helvet}
+  \renewcommand*\familydefault{\sfdefault}
+  \usepackage{pstricks,pst-grad}
+\end{psinputs}
+
+\title{Angewandte Informatik}
+\author{Prof.\ Dr.\ rer.\ nat.\ Peter Gerwinski}
+\date{12.\ November 2015}
+
+\begin{document}
+
+\maketitleframe
+
+\begin{frame}
+  \textbf{Sie können diese Vortragsfolien
+  einschließlich Beispielprogramme, Skript und sonstiger Lehrmaterialien
+  unter}
+  \begin{center}
+    \url{https://gitlab.cvh-server.de/pgerwinski/ainf.git}
+  \end{center}
+  \textbf{herunterladen.}
+
+  \bigskip
+
+  \begin{itemize}
+    \arrowitem
+      \textbf{\color{blue}Files}\\
+      einzelne Dateien herunterladen
+    \arrowitem
+      \textbf{\color{blue}Download zip/tar.gz/tar.bz2/tar}\\
+      als Archiv herunterladen
+    \arrowitem
+      \url{https://gitlab.cvh-server.de/pgerwinski/ainf.git}\\
+      mit GIT herunterladen und synchronisieren
+  \end{itemize}
+\end{frame}
+
+\sectionnonumber{\inserttitle}
+
+\begin{frame}
+
+  \showsectionnonumber
+
+  \begin{itemize}
+    \item[\textbf{1}] \textbf{Einführung}
+    \item[\textbf{2}] \textbf{Einführung in C}
+    \item[\textbf{3}] \textbf{Bibliotheken}
+      \begin{itemize}
+        \item[3.1] Der Präprozessor
+        \item[3.2] Bibliotheken einbinden
+        \item[3.3] Bibliothek verwenden (Beispiel: OpenGL)
+        \color{medgreen}
+        \item[3.4] Projekt organisieren: make
+      \end{itemize}
+    \item[\textbf{4}] \textbf{Algorithmen}
+      \begin{itemize}
+        \color{red}
+        \item[4.1] Differentialgleichungen
+        \item[4.2] Rekursion
+        \color{black}
+        \item[4.3] Stack und FIFO
+        \item[4.4] Aufwandsabschätzungen
+      \end{itemize}
+    \color{gray}
+    \item[\textbf{5}] \textbf{Hardwarenahe Programmierung}
+    \item[\makebox(0,0){\textbf{\raisebox{0.5ex}{\dots}}}]
+%    \item[\textbf{6}] \textbf{Ergänzungen und Ausblicke}
+  \end{itemize}
+
+\end{frame}
+
+\section{Einführung}
+\section{Einführung in C}
+\section{Bibliotheken}
+\subsection{Der Präprozessor}
+\subsection{Bibliotheken einbinden}
+\subsection{Bibliothek verwenden (Beispiel: OpenGL)}
+\subsection{Projekt organisieren: make}
+
+\begin{frame}[fragile]
+
+  \showsubsection
+  \begin{itemize}
+    \item
+      Regeln
+      \medskip
+      \begin{onlyenv}<2>
+        \begin{lstlisting}[language=make,gobble=10]
+          earth-6: earth-6.c opengl-magic.h opengl-magic-test.c \
+                   textured-spheres.h textured-spheres.c
+                  gcc -Wall earth-6.c \
+                    -lGL -lGLU -lglut opengl-magic-test.c textured-spheres.c \
+                    -o earth-6
+        \end{lstlisting}
+      \end{onlyenv}
+    \item
+      Makros
+      \medskip
+      \begin{onlyenv}<3>
+        \begin{lstlisting}[language=make,gobble=10]
+          SOURCES = opengl-magic-test.c textured-spheres.c
+          INCLUDES = opengl-magic.h textured-spheres.h
+          LIBS = -lGL -lGLU -lglut
+
+          earth-5: earth-5.c $(SOURCES) $(INCLUDES)
+                  gcc -Wall earth-5.c $(SOURCES) $(LIBS) -o earth-5
+
+          earth-6: earth-6.c $(SOURCES) $(INCLUDES)
+                  gcc -Wall earth-6.c $(SOURCES) $(LIBS) -o earth-6
+        \end{lstlisting}
+      \end{onlyenv}
+      \begin{onlyenv}<4->
+        \begin{lstlisting}[language=make,gobble=10]
+          SOURCES = opengl-magic.c textured-spheres.c
+          INCLUDES = opengl-magic.h textured-spheres.h
+          LIBS = -lGL -lGLU -lglut
+
+          %: %.c $(SOURCES) $(INCLUDES)
+                  gcc -Wall $< $(SOURCES) $(LIBS) -o $@
+        \end{lstlisting}
+      \end{onlyenv}
+    \begin{onlyenv}<5->
+      \bigskip
+      \arrowitem
+        3 Sprachen: C, Präprozessor, make
+    \end{onlyenv}
+  \end{itemize}
+
+\end{frame}
+
+\sectionnonumber{\inserttitle}
+
+\begin{frame}
+
+  \showsectionnonumber
+
+  \begin{itemize}
+    \item[\textbf{1}] \textbf{Einführung}
+    \item[\textbf{2}] \textbf{Einführung in C}
+    \item[\textbf{3}] \textbf{Bibliotheken}
+      \begin{itemize}
+        \item[3.1] Der Präprozessor
+        \item[3.2] Bibliotheken einbinden
+        \item[3.3] Bibliothek verwenden (Beispiel: OpenGL)
+        \color{medgreen}
+        \item[3.4] Projekt organisieren: make
+      \end{itemize}
+    \item[\textbf{4}] \textbf{Algorithmen}
+      \begin{itemize}
+        \item[4.1] \color{red}Differentialgleichungen
+        \item[4.2] Rekursion
+        \item[4.3] \color{black}Stack und FIFO
+        \item[4.4] Aufwandsabschätzungen
+      \end{itemize}
+    \color{gray}
+    \item[\textbf{5}] \textbf{Hardwarenahe Programmierung}
+    \item[\makebox(0,0){\textbf{\raisebox{0.5ex}{\dots}}}]
+%    \item[\textbf{6}] \textbf{Ergänzungen und Ausblicke}
+  \end{itemize}
+
+\end{frame}
+
+\section{Algorithmen}
+\subsection{Differentialgleichungen}
+
+\begin{frame}[fragile]
+  \showsection
+  \showsubsection
+
+  \vspace*{-\bigskipamount}
+
+  \begin{eqnarray*}
+    \varphi'(t) &=& \omega(t) \\[\medskipamount]
+    \omega'(t) &=& -\frac{g}{l}\cdot\sin\varphi(t)\hspace*{7.1cm}
+  \end{eqnarray*}
+
+  \begin{itemize}
+    \item
+      Von Hand (analytisch): Lösung raten (Ansatz), Parameter berechnen
+    \item
+      Mit Computer (numerisch): Eulersches Polygonzugverfahren
+  \end{itemize}
+
+  \medskip
+
+  \begin{lstlisting}[gobble=0]
+    phi += dt * omega;
+    omega += - dt * g / l * sin (phi);
+  \end{lstlisting}
+
+  \bigskip
+
+  Praktikumsaufgabe: Basketball
+
+\end{frame}
+
+\subsection{Rekursion}
+
+\begin{frame}[fragile]
+
+  \showsubsection
+
+  Vollständige Induktion:
+  \vspace*{-0.725cm}
+  \begin{displaymath}
+    \hspace*{4cm}
+    \left.
+      \begin{array}{r}
+        \mbox{Aussage gilt für $n = 1$}\\[2pt]
+        \mbox{Schluß von $n - 1$ auf $n$}
+      \end{array}
+    \right\}
+    \mbox{Aussage gilt für alle $n\in\mathbb{N}$}
+  \end{displaymath}
+  \vspace*{-0.5cm}
+
+  \pause
+
+  Türme von Hanoi
+
+  \begin{onlyenv}<2>
+    \begin{center}
+      \includegraphics[width=12.2cm]{Tower_of_Hanoi.jpeg}
+    \end{center}
+  \end{onlyenv}
+
+  \begin{onlyenv}<3->
+    \begin{itemize}
+      \item
+        64 Scheiben, 3 Plätze,
+        \only<3-4>{\hfill\makebox(0,0)[rt]{\includegraphics[width=6cm]{Tower_of_Hanoi.jpeg}}}\\
+        immer 1 Scheibe verschieben
+      \item
+        Ziel: Turm verschieben
+      \item
+        Es dürfen nur kleinere Scheiben\\
+        auf größeren liegen.
+      \bigskip
+      \pause
+      \pause
+      \item
+        $n = 1$ Scheibe: fertig
+      \item
+        Wenn $n - 1$ Scheiben verschiebbar:\\
+        schiebe $n - 1$ Scheiben auf Hilfsplatz,\\
+        verschiebe die darunterliegende,\\
+        hole $n - 1$ Scheiben von Hilfsplatz
+    \end{itemize}
+    \pause
+    \vspace{-4.3cm}
+    \begin{lstlisting}[gobble=6,xleftmargin=6.2cm]
+      void verschiebe (int n, int start, int ziel)
+      {
+        if (n == 1)
+          verschiebe_1_scheibe (start, ziel);
+        else
+          {
+            verschiebe (1, start, hilfsplatz);
+            verschiebe (n - 1, start, ziel);
+            verschiebe (1, hilfsplatz, ziel);
+          }
+      }
+    \end{lstlisting}
+  \end{onlyenv}
+
+\end{frame}
+
+\begin{frame}[fragile]
+
+  \showsubsection
+
+  \begin{minipage}[t]{6cm}
+    \vspace*{0.5cm}
+    Floodfill\strut\\
+    \begin{lstlisting}[gobble=6]
+      void fill (int x, int y, char c, char o)
+      {
+        if (get_point (x, y) == o)
+          {
+            put_point (x, y, c);
+            fill (x + 1, y, c, o);
+            fill (x - 1, y, c, o);
+            fill (x, y + 1, c, o);
+            fill (x, y - 1, c, o);
+          }
+      }
+    \end{lstlisting}
+  \end{minipage}\pause
+  \begin{minipage}[t]{6.3cm}
+    \vspace*{-1cm}
+    Aufgabe: Schreiben Sie eine\\
+    Bibliothek für "`Text-Grafik"'\\
+    mit folgenden Funktionen:
+    \begin{itemize}
+      \item
+        \lstinline|void clear (char c)|\\
+        Bildschirm auf Zeichen \lstinline|c| löschen
+      \item
+        \lstinline|void put_point (int x, int y, char c)|\\
+        Punkt setzen
+      \item
+        \lstinline|char get_point (int x, int y)|\\
+        Punkt lesen
+      \item
+        \lstinline|void fill (int x, int y, char c, char o)|\\
+        Fläche in der "`Farbe"' \lstinline|o|,\\
+        die den Punkt \lstinline|(x, y)| enthält,\\
+        mit der "`Farbe"' \lstinline|c| ausmalen
+      \item
+        \lstinline|void display (void)|\\
+        Inhalt des Arrays auf dem\\
+        Bildschirm ausgeben
+    \end{itemize}
+    Hinweis: Verwenden Sie ein\\Array als "`Bildschirm"'.
+  \end{minipage}
+
+\end{frame}
+
+\sectionnonumber{\inserttitle}
+
+\begin{frame}
+
+  \showsectionnonumber
+
+  \begin{itemize}
+    \item[\textbf{1}] \textbf{Einführung}
+    \item[\textbf{2}] \textbf{Einführung in C}
+    \item[\textbf{3}] \textbf{Bibliotheken}
+      \begin{itemize}
+        \item[3.1] Der Präprozessor
+        \item[3.2] Bibliotheken einbinden
+        \item[3.3] Bibliothek verwenden (Beispiel: OpenGL)
+        \color{medgreen}
+        \item[3.4] Projekt organisieren: make
+      \end{itemize}
+    \item[\textbf{4}] \textbf{Algorithmen}
+      \begin{itemize}
+        \item[4.1] \color{medgreen}Differentialgleichungen
+        \item[4.2] Rekursion
+        \item[4.3] \color{black}Stack und FIFO
+        \item[4.4] Aufwandsabschätzungen
+      \end{itemize}
+    \color{gray}
+    \item[\textbf{5}] \textbf{Hardwarenahe Programmierung}
+    \item[\makebox(0,0){\textbf{\raisebox{0.5ex}{\dots}}}]
+%    \item[\textbf{6}] \textbf{Ergänzungen und Ausblicke}
+  \end{itemize}
+
+\end{frame}
+
+\end{document}
diff --git a/20151112/earth-texture.rgb b/20151112/earth-texture.rgb
new file mode 120000
index 0000000..0cdfa3a
--- /dev/null
+++ b/20151112/earth-texture.rgb
@@ -0,0 +1 @@
+../common/earth-texture.rgb
\ No newline at end of file
diff --git a/20151112/logo-hochschule-bochum-cvh-text.pdf b/20151112/logo-hochschule-bochum-cvh-text.pdf
new file mode 120000
index 0000000..a059461
--- /dev/null
+++ b/20151112/logo-hochschule-bochum-cvh-text.pdf
@@ -0,0 +1 @@
+../common/logo-hochschule-bochum-cvh-text.pdf
\ No newline at end of file
diff --git a/20151112/logo-hochschule-bochum.pdf b/20151112/logo-hochschule-bochum.pdf
new file mode 120000
index 0000000..b6b9491
--- /dev/null
+++ b/20151112/logo-hochschule-bochum.pdf
@@ -0,0 +1 @@
+../common/logo-hochschule-bochum.pdf
\ No newline at end of file
diff --git a/20151112/moon-texture.rgb b/20151112/moon-texture.rgb
new file mode 120000
index 0000000..355b16c
--- /dev/null
+++ b/20151112/moon-texture.rgb
@@ -0,0 +1 @@
+../common/moon-texture.rgb
\ No newline at end of file
diff --git a/20151112/opengl-magic.c b/20151112/opengl-magic.c
new file mode 100644
index 0000000..bcb0b73
--- /dev/null
+++ b/20151112/opengl-magic.c
@@ -0,0 +1,31 @@
+#include <GL/gl.h>
+#include <GL/glu.h>
+#include <GL/glut.h>
+#include "opengl-magic.h"
+
+void init_opengl (int *argcp, char **argv, char *window_name)
+{
+  glutInit (argcp, argv);
+  glutInitDisplayMode (GLUT_RGBA | GLUT_SINGLE | GLUT_DEPTH);
+  glutInitWindowSize (1024, 768);
+  glutCreateWindow (window_name);
+  glMatrixMode (GL_PROJECTION);
+  glLoadIdentity ();
+  gluPerspective (20.0, -1.33333, 3.0, 7.0);
+  glMatrixMode (GL_MODELVIEW);
+  glLoadIdentity ();
+  glTranslatef (0.0, 0.0, -5.0);
+  glClearColor (0.0, 0.0, 0.0, 0.0);
+  glEnable (GL_DEPTH_TEST);
+  glEnable (GL_LIGHTING);
+  glEnable (GL_LIGHT0);
+  static GLfloat light0_position[] = { 1.0, 0.0, 1.0, 0.0 };
+  glLightfv (GL_LIGHT0, GL_POSITION, light0_position);
+}
+
+void set_material_color (float r, float g, float b)
+{
+  GLfloat color[] = { r, g, b };
+  glMaterialfv (GL_FRONT, GL_AMBIENT, color);
+  glMaterialfv (GL_FRONT, GL_DIFFUSE, color);
+}
diff --git a/20151112/opengl-magic.h b/20151112/opengl-magic.h
new file mode 100644
index 0000000..16db806
--- /dev/null
+++ b/20151112/opengl-magic.h
@@ -0,0 +1,2 @@
+extern void init_opengl (int *argcp, char **argv, char *window_name);
+extern void set_material_color (float r, float g, float b);
diff --git a/20151112/orbit-x.c b/20151112/orbit-x.c
new file mode 100644
index 0000000..ad0fe24
--- /dev/null
+++ b/20151112/orbit-x.c
@@ -0,0 +1,59 @@
+#include <GL/gl.h>
+#include <GL/glu.h>
+#include <GL/glut.h>
+#include "opengl-magic.h"
+#include "textured-spheres.h"
+
+float t = 0.0;
+GLuint earth_texture, moon_texture;
+
+void draw_earth (void)
+{
+  glPushMatrix ();
+  glRotatef (90, 1.0, 0.0, 0.0);
+  glRotatef (100.0 * t, 0.0, 0.0, 1.0);
+  draw_textured_sphere (earth_texture, 0.25512, 63, 20);
+  glPopMatrix ();
+}
+
+void draw_moon (void)
+{
+  glPushMatrix ();
+  glRotatef (90, 1.0, 0.0, 0.0);
+  glRotatef (-90, 0.0, 0.0, 1.0);
+  draw_textured_sphere (moon_texture, 0.06952, 31, 10);
+  glPopMatrix ();
+}
+
+void draw (void)
+{
+  glClear (GL_COLOR_BUFFER_BIT | GL_DEPTH_BUFFER_BIT);
+  glPushMatrix ();
+  glRotatef (23.44, 1.0, 0.0, -1.0);
+  draw_earth ();
+  glRotatef (5.145, 0.0, 1.0, 1.0);
+  glRotatef (30.0 * t, 0.0, -1.0, 0.0);
+  glTranslatef (0.9, 0.0, 0.0);
+  draw_moon ();
+  glPopMatrix ();
+  glFlush ();
+  glutSwapBuffers ();
+}
+
+void timer_handler (int value)
+{
+  t += 0.05;
+  glutPostRedisplay ();
+  glutTimerFunc (50, timer_handler, 0);
+}
+
+int main (int argc, char **argv)
+{
+  init_opengl (&argc, argv, "Orbit");
+  init_texture ("earth-texture.rgb", 1024, &earth_texture);
+  init_texture ("moon-texture.rgb", 1080, &moon_texture);
+  glutDisplayFunc (draw);
+  glutTimerFunc (50, timer_handler, 0);
+  glutMainLoop ();
+  return 0;
+}
diff --git a/20151112/pgscript.sty b/20151112/pgscript.sty
new file mode 120000
index 0000000..95c8884
--- /dev/null
+++ b/20151112/pgscript.sty
@@ -0,0 +1 @@
+../common/pgscript.sty
\ No newline at end of file
diff --git a/20151112/pgslides.sty b/20151112/pgslides.sty
new file mode 120000
index 0000000..5be1416
--- /dev/null
+++ b/20151112/pgslides.sty
@@ -0,0 +1 @@
+../common/pgslides.sty
\ No newline at end of file
diff --git a/20151112/textured-spheres.c b/20151112/textured-spheres.c
new file mode 100644
index 0000000..3296ae0
--- /dev/null
+++ b/20151112/textured-spheres.c
@@ -0,0 +1,55 @@
+#include <stdio.h>
+#include <stdlib.h>
+#include <sys/stat.h>
+#include <errno.h>
+#include <string.h>
+#include "textured-spheres.h"
+
+#ifndef __USE_POSIX
+  extern int fileno (FILE *stream);
+#endif
+
+void init_texture (char *image_filename, int image_width, GLuint *texture)
+{
+  FILE *f = fopen (image_filename, "r");
+  if (!f)
+    {
+      fprintf (stderr, "textured-spheres.c: cannot open texture file \"%s\": %s",
+               image_filename, strerror (errno));
+      exit (1);
+    }
+  struct stat st;
+  fstat (fileno (f), &st);
+  size_t size = st.st_size;
+  int image_height = size / (3 * image_width);
+        char *image = malloc (size);
+  if (!image)
+    {
+      fprintf (stderr, "textured-spheres.c: cannot load texture file \"%s\": out of memory",
+               image_filename);
+      exit (1);
+    }
+  fread (image, size, 1, f);
+  fclose (f);
+  glGenTextures (1, texture);
+  glBindTexture (GL_TEXTURE_2D, *texture);
+  glTexParameteri (GL_TEXTURE_2D, GL_TEXTURE_MIN_FILTER, GL_NEAREST);
+  glTexParameteri (GL_TEXTURE_2D, GL_TEXTURE_MAG_FILTER, GL_LINEAR_MIPMAP_LINEAR);
+  glTexParameteri (GL_TEXTURE_2D, GL_TEXTURE_WRAP_S, GL_REPEAT);
+  glTexParameteri (GL_TEXTURE_2D, GL_TEXTURE_WRAP_T, GL_REPEAT);
+  glTexEnvf (GL_TEXTURE_ENV, GL_TEXTURE_ENV_MODE, GL_MODULATE);
+  gluBuild2DMipmaps (GL_TEXTURE_2D, 3, image_width, image_height, GL_RGB, GL_UNSIGNED_BYTE, image);
+}
+
+void draw_textured_sphere (GLuint texture, GLdouble radius, GLint slices, GLint stacks)
+{
+  static GLfloat white_color[] = { 1.0, 1.0, 1.0 };
+  glMaterialfv (GL_FRONT, GL_AMBIENT, white_color);
+  glMaterialfv (GL_FRONT, GL_DIFFUSE, white_color);
+  glBindTexture (GL_TEXTURE_2D, texture);
+  glEnable (GL_TEXTURE_2D);
+  GLUquadric *sphere = gluNewQuadric ();
+  gluQuadricTexture (sphere, GL_TRUE);
+  gluSphere (sphere, radius, slices, stacks);
+  glDisable (GL_TEXTURE_2D);
+}
diff --git a/20151112/textured-spheres.h b/20151112/textured-spheres.h
new file mode 100644
index 0000000..39f8283
--- /dev/null
+++ b/20151112/textured-spheres.h
@@ -0,0 +1,10 @@
+#ifndef TEXTURED_SPHERES_H
+#define TEXTURED_SPHERES_H
+
+#include <GL/gl.h>
+#include <GL/glu.h>
+
+extern void init_texture (char *image_filename, int image_width, GLuint *texture);
+extern void draw_textured_sphere (GLuint texture, GLdouble radius, GLint slices, GLint stacks);
+
+#endif /* TEXTURED_SPHERES_H */
diff --git a/common/pgscript.sty b/common/pgscript.sty
index 9cade03..1de1a99 100644
--- a/common/pgscript.sty
+++ b/common/pgscript.sty
@@ -1,5 +1,5 @@
 % pgscript.sty - LaTeX Settings for Lecture Notes
-% Copyright (C) 2012  Peter Gerwinski
+% Copyright (C) 2012, 2015  Peter Gerwinski
 %
 % This document is free software: you can redistribute it and/or
 % modify it either under the terms of the Creative Commons
@@ -20,16 +20,42 @@
 % Attribution-ShareAlike 3.0 Unported License along with this
 % document.  If not, see <http://creativecommons.org/licenses/>.
 
-\usepackage[latin1]{inputenc}
-\usepackage[british,german]{babel}
-\selectlanguage{german}
+\usepackage{amsfonts}
+\usepackage[colorlinks,allcolors=blue]{hyperref}
+\usepackage[british,german]{babel}  % Yes, really "german" and not "ngerman".
+\usepackage[utf8]{luainputenc}  % Without this, umlauts are broken. Weird.
+\usepackage{microtype}
 \usepackage[T1]{fontenc}
 \usepackage{times}
 \usepackage{helvet}
 \renewcommand*\familydefault{\sfdefault}
 \usepackage{graphicx}
-
 \usepackage{pstricks}
+
+% Repair kerning: Automatically insert "\kern{-0.15em}" between "//" % (in URLs).
+\directlua{
+  local glyph = node.id ("glyph")
+  local function my_kerning (head)
+    for t in node.traverse (head) do
+      if t.id == glyph and t.char == 47 then
+        if t.next
+           and t.next.next
+           and t.next.next.id == glyph
+           and t.next.next.char == 47 then
+          local k = node.new ("kern")
+          k.kern = tex.sp ("-0.15em")
+          k.next = t.next
+          k.prev = t
+          t.next.prev = k
+          t.next = k
+        end
+      end
+    end
+    node.kerning (head)
+  end
+  luatexbase.add_to_callback ("kerning", my_kerning, "URL kerning")
+}
+
 \definecolor{blendedblue}{rgb}{0.2,0.2,0.7}
 \definecolor{darkgreen}{rgb}{0.0,0.3,0.0}
 \definecolor{darkred}{rgb}{0.7,0.0,0.0}
@@ -41,9 +67,7 @@
 \newenvironment{whiteout}{\definecolor{darkgreen}{rgb}{1.0,1.0,1.0}%
                           \definecolor{darkred}{rgb}{1.0,1.0,1.0}%
                           \color{white}}{}
-\catcode`\_=13\def_{\kern1pt\rule{0.4em}{0.9pt}\kern1pt}\catcode`\_=8
-\catcode`\/=13\def/#1{\ifx#1/\char`\/\char`\/\else\char`\/#1\fi}\catcode`\/=12
-\newcommand{\url}[1]{{\color{blendedblue}\catcode`~=12\catcode`##=12\catcode`_=13\catcode`/=13\textsf{#1}}}%
+\urlstyle{sf}
 \newcommand{\file}[1]{{\color{blendedblue}#1}}
 \newcommand{\textarrow}{{\boldmath $\longrightarrow$}}
 \newcommand{\arrowitem}{\item[\textarrow]}
@@ -56,22 +80,22 @@
         gobble=4,
         xleftmargin=1em,
         columns=fullflexible,
-        moredelim=**[is][\color{red}]{�}{�}}
+        moredelim=**[is][\color{red}]{¡}{¿}}
 \lstdefinestyle{numbered}{xleftmargin=2em,
                           numbers=left,
                           numberstyle=\footnotesize\color{gray}}
 \lstdefinestyle{terminal}{basicstyle=\ttfamily\color{darkgreen},
                           language={},
                           columns=fixed,
-                          moredelim=**[is][\color{darkred}]{�}{�},
-                          moredelim=**[is][\color{blendedblue}]{�}{�},
-                          moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{�}{�}}
+                          moredelim=**[is][\color{darkred}]{¡}{¿},
+                          moredelim=**[is][\color{blendedblue}]{°}{¿},
+                          moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{²}{¿}}
 \lstdefinestyle{cmd}{basicstyle=\ttfamily\color{darkred},
                      language={},
                      columns=fixed,
-                     moredelim=**[is][\color{darkgreen}]{�}{�},
-                     moredelim=**[is][\color{blendedblue}]{�}{�},
-                     moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{�}{�}}
+                     moredelim=**[is][\color{darkgreen}]{¡}{¿},
+                     moredelim=**[is][\color{blendedblue}]{°}{¿},
+                     moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{²}{¿}}
 
 \setlength{\textwidth}{16.5cm}
 \setlength{\textheight}{26.0cm}
diff --git a/common/pgslides.sty b/common/pgslides.sty
index 8d4e355..cde7d23 100644
--- a/common/pgslides.sty
+++ b/common/pgslides.sty
@@ -20,11 +20,43 @@
 % Attribution-ShareAlike 3.0 Unported License along with this
 % document.  If not, see <http://creativecommons.org/licenses/>.
 
-\usepackage[latin1]{inputenc}
-\usepackage[german]{babel}
+\usepackage{amsfonts}
+\usepackage[british,german]{babel}  % Yes, really "german" and not "ngerman".
+\usepackage[utf8]{luainputenc}  % Without this, umlauts are broken. Weird.
+\usepackage{microtype}
 \usepackage[T1]{fontenc}
+\usepackage{times}
 \usepackage{helvet}
 \renewcommand*\familydefault{\sfdefault}
+\usepackage{graphicx}
+\usepackage{pstricks}
+
+\hypersetup{colorlinks,allcolors=blue}
+
+%% @@@ Not necessary for slides. Why???
+%% Repair kerning: Automatically insert "\kern{-0.15em}" between "//" % (in URLs).
+%\directlua{
+%  local glyph = node.id ("glyph")
+%  local function my_kerning (head)
+%    for t in node.traverse (head) do
+%      if t.id == glyph and t.char == 47 then
+%        if t.next
+%           and t.next.next
+%           and t.next.next.id == glyph
+%           and t.next.next.char == 47 then
+%          local k = node.new ("kern")
+%          k.kern = tex.sp ("-0.15em")
+%          k.next = t.next
+%          k.prev = t
+%          t.next.prev = k
+%          t.next = k
+%        end
+%      end
+%    end
+%    node.kerning (head)
+%  end
+%  luatexbase.add_to_callback ("kerning", my_kerning, "URL kerning")
+%}
 
 \usetheme{default}
 \usefonttheme{structurebold}
@@ -117,9 +149,6 @@
 \definecolor{darkgray}{rgb}{0.4,0.4,0.4}
 
 \newenvironment{experts}{\color{darkgray}}{}
-\catcode`\_=13\def_{\kern1pt\rule{0.4em}{0.9pt}\kern1pt}\catcode`\_=8
-\catcode`\/=13\def/#1{\ifx#1/\char`\/\kern-2pt\char`\/\else\char`\/#1\fi}\catcode`\/=12
-\renewcommand{\url}[1]{{\color{structure}\catcode`~=12\catcode`##=12\catcode`_=13\catcode`/=13\textsf{#1}}}
 
 \usepackage{listings}
 \lstset{basicstyle=\color{structure},
@@ -129,27 +158,27 @@
         columns=fullflexible,
         aboveskip=0pt,
         belowskip=0pt,
-        moredelim=**[is][\color{structure}]{�}{�},
-        moredelim=**[is][\only<2->{\color{structure}}]{�}{�},
-        moredelim=**[is][\only<3->{\color{structure}}]{�}{�},
-        moredelim=**[is][\only<4->{\color{structure}}]{�}{�},
-        moredelim=**[is][\only<5->{\color{structure}}]{�}{�},
-        moredelim=**[is][\only<6->{\color{structure}}]{�}{�},
-        moredelim=**[is][\only<7->{\color{structure}}]{�}{�},
-        moredelim=**[is][\only<8->{\color{structure}}]{�}{�}}
+        moredelim=**[is][\color{structure}]{¡}{¿},
+        moredelim=**[is][\only<2->{\color{structure}}]{²}{¿},
+        moredelim=**[is][\only<3->{\color{structure}}]{³}{¿},
+        moredelim=**[is][\only<4->{\color{structure}}]{°}{¿},
+        moredelim=**[is][\only<5->{\color{structure}}]{¤}{¿},
+        moredelim=**[is][\only<6->{\color{structure}}]{¢}{¿},
+        moredelim=**[is][\only<7->{\color{structure}}]{æ}{¿},
+        moredelim=**[is][\only<8->{\color{structure}}]{ø}{¿}}
 \lstdefinestyle{terminal}{basicstyle=\ttfamily\color{darkgreen},
                           language={},
                           columns=fixed,
-                          moredelim=**[is][\color{red}]{�}{�},
-                          moredelim=**[is][\color{blendedblue}]{�}{�},
-                          moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{�}{�}}
+                          moredelim=**[is][\color{red}]{¡}{¿},
+                          moredelim=**[is][\color{blendedblue}]{°}{¿},
+                          moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{²}{¿}}
 \lstdefinestyle{cmd}{basicstyle=\ttfamily\color{red},
                      language={},
                      gobble=2,
                      columns=fixed,
-                     moredelim=**[is][\color{darkgreen}]{�}{�},
-                     moredelim=**[is][\color{structure}]{�}{�},
-                     moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{�}{�}}
+                     moredelim=**[is][\color{darkgreen}]{¡}{¿},
+                     moredelim=**[is][\color{structure}]{°}{¿},
+                     moredelim=**[is][\sffamily\it\lstset{columns=fullflexible}]{²}{¿}}
 \lstdefinestyle{shy}{basicstyle=\color{lightgray}}
 
 \setcounter{topnumber}{3}
@@ -163,6 +192,7 @@
 \setlength{\unitlength}{1cm}
 
 \newcommand{\protectfile}[1]{#1}
+\urlstyle{sf}
 \newcommand{\file}[1]{{\color{structure}\protectfile{#1}}}
 \newcommand{\textarrow}{{\boldmath $\longrightarrow$}}
 \newcommand{\arrowitem}{\item[\textarrow]}
diff --git a/script/ainf-2015ws.pdf b/script/ainf-2015ws.pdf
index b098db1dff99984f0a9d8ecaeb0eb479159c4524..b7e19e27413582fe24027d48646449fa044eb75c 100644
GIT binary patch
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diff --git a/script/ainf-2015ws.tex b/script/ainf-2015ws.tex
index 698c968..5734812 100644
--- a/script/ainf-2015ws.tex
+++ b/script/ainf-2015ws.tex
@@ -30,8 +30,8 @@
 
 \newcommand{\name}[1]{\textsc{#1}}
 \newcommand{\ccbysanp}{CC-by-sa (Version 3.0, nicht portiert)}
-\newcommand{\fdl}{GNU FDL (Version 1.2 oder h�her)}
-\newcommand{\mylicense}{CC-by-sa (Version 3.0) oder GNU GPL (Version 3 oder h�her)}
+\newcommand{\fdl}{GNU FDL (Version 1.2 oder höher)}
+\newcommand{\mylicense}{CC-by-sa (Version 3.0) oder GNU GPL (Version 3 oder höher)}
 \newcommand{\pd}{gemeinfrei -- \emph{public domain}}
 
 \makeatletter
@@ -80,16 +80,15 @@
 
     \strut\vfill
 
-    Stand: 10.\ November 2015
+    Stand: 11.\ November 2015
 
     Soweit nicht anders angegeben:\\
     Copyright \copyright\ 2012, 2013, 2015\quad Peter Gerwinski\\
     Lizenz: \mylicense
 
-%    Sie k�nnen dieses Skript
-%    einschlie�lich Beispielprogramme
-%    herunterladen unter:\\
-%    \url{http://www.peter.gerwinski.de/download/ainf-2012ws.tar.gz}
+    Sie können dieses Skript
+    einschließlich Vortragsfolien, Beispielprogramme und sonstiger Lehrmaterialien
+    unter \url{https://gitlab.cvh-server.de/pgerwinski/ainf.git} herunterladen.
 
   \endgroup
 
@@ -99,11 +98,11 @@
 
   \clearpage
 
-  \section{Einf�hrung}
+  \section{Einführung}
 
   \subsection{Was ist angewandte Informatik?}
 
-  Die angewandte Informatik befa�t sich mit der Praxis der Programmierung von Computern.
+  Die angewandte Informatik befaßt sich mit der Praxis der Programmierung von Computern.
   Sie vermittelt zwischen den Fachgebieten der Rechnertechnik
   ("`Wie funktioniert ein Computer?"') und der Softwaretechnik (Theorie des Programmierens).
   
@@ -113,7 +112,7 @@
         \small
         \psset{unit=0.5cm}
         \psline[arrows=<->](-1,0)(-1,22)
-        \rput(-1.3,0){\makebox(0,0)[br]{\textbf{gegenst�ndlich}}}
+        \rput(-1.3,0){\makebox(0,0)[br]{\textbf{gegenständlich}}}
         \rput(-1.3,22){\makebox(0,0)[tr]{\textbf{abstrakt}}}
         \rput(-1.3,2){\makebox(0,0)[r]{Elektromagnetismus, Halbleiter}}
         \rput(-1.3,4){\makebox(0,0)[r]{Elektronische Bauelemente}}
@@ -169,30 +168,30 @@
   \end{center}
 
   Im Gegensatz zu z.\,B.\ Lebewesen wurden Computer von Menschen entwickelt und gebaut.
-  Daher ist es grunds�tzlich m�glich, sie durch Programmierung vollst�ndig zu beherrschen.
+  Daher ist es grundsätzlich möglich, sie durch Programmierung vollständig zu beherrschen.
 
   \subsection{Programmierung in C}
 
-  Ein gro�er Teil dieser Vorlesung wird der Programmierung in der Programmiersprache C gewidmet sein.
+  Ein großer Teil dieser Vorlesung wird der Programmierung in der Programmiersprache C gewidmet sein.
 
   Warum C?
 
-  C hat sich als Kompromi� zwischen einer Hochsprache und maximaler N�he zur Hardware
+  C hat sich als Kompromiß zwischen einer Hochsprache und maximaler Nähe zur Hardware
   sehr weit etabliert.
-  Es l�uft auf nahezu jeder Plattform (= Kombination aus Hardware und Betriebssystem)
+  Es läuft auf nahezu jeder Plattform (= Kombination aus Hardware und Betriebssystem)
   und stellt somit einen "`kleinsten gemeinsamen Nenner der Programmierung"' dar.
   C orientiert sich sehr eng an der Funktionsweise der Computer-Hardware
   und wird daher auch als "`High-Level-Assembler"' bezeichnet.
 
   Wie die Assembler-Sprache, die Sie in \emph{Grundlagen Rechnertechnik\/} kennenlernen werden,
-  ist C ein Profi-Werkzeug und als solches "`leistungsf�hig, aber gef�hrlich"'.
-  Programme k�nnen in C sehr kompakt geschrieben werden.
-  C kommt mit verh�ltnism��ig wenigen Sprach"-elementen aus,
+  ist C ein Profi-Werkzeug und als solches "`leistungsfähig, aber gefährlich"'.
+  Programme können in C sehr kompakt geschrieben werden.
+  C kommt mit verhältnismäßig wenigen Sprach"-elementen aus,
   die je nach Kombination etwas anderes bewirken.
-  Dies hat zur Folge, da� einfache Schreibfehler,
-  die in anderen Programmiersprachen als Fehler bem�ngelt w�rden,
-  in C h�ufig ein ebenfalls g�ltiges Programm ergeben,
-  das sich aber v�llig anders als beabsichtigt verh�lt.
+  Dies hat zur Folge, daß einfache Schreibfehler,
+  die in anderen Programmiersprachen als Fehler bemängelt würden,
+  in C häufig ein ebenfalls gültiges Programm ergeben,
+  das sich aber völlig anders als beabsichtigt verhält.
 
   \breath
 
@@ -201,44 +200,44 @@
   \begin{itemize}
     \item
       \textbf{Kompakte Schreibweise:}
-      H�ufig verwendete Konstrukte werden m�glichst platzsparend notiert.
+      Häufig verwendete Konstrukte werden möglichst platzsparend notiert.
       Wie in C, kann auch unter Unix ein falsch geschriebenes Kommando
-      ein ebenfalls g�ltiges Kommando mit anderer Wirkung bedeuten.
+      ein ebenfalls gültiges Kommando mit anderer Wirkung bedeuten.
     \item
       \textbf{Baukastenprinzip:}
-      In C wie in Unix bem�ht man sich darum, den unver�nderlichen Kern m�glichst klein zu halten.
-      Das meiste, was man in C tats�chlich benutzt, ist in Form von Bibliotheken modularisiert;
-      das meiste, was man unter Unix tats�chlich benutzt, ist in Form von Programmen modularisiert.
+      In C wie in Unix bemüht man sich darum, den unveränderlichen Kern möglichst klein zu halten.
+      Das meiste, was man in C tatsächlich benutzt, ist in Form von Bibliotheken modularisiert;
+      das meiste, was man unter Unix tatsächlich benutzt, ist in Form von Programmen modularisiert.
     \item
       \textbf{Konsequente Regeln:}
-      In C wie in Unix bem�ht man sich darum,
-      feste Regeln -- mathematisch betrachtet -- m�glichst einfach zu halten
+      In C wie in Unix bemüht man sich darum,
+      feste Regeln -- mathematisch betrachtet -- möglichst einfach zu halten
       und Ausnahmen zu vermeiden.
-      (Beispiel: Unter MS-DOS und seinen Nachfolgern wird eine ausf�hrbare Datei gefunden,
+      (Beispiel: Unter MS-DOS und seinen Nachfolgern wird eine ausführbare Datei gefunden,
       wenn sie sich \emph{entweder} im aktuellen Verzeichnis \emph{oder} im Suchpfad befindet.
       Unter Unix wird sie gefunden, wenn sie sich im Suchpfad befindet.
-      Es ist unter Unix m�glich, das aktuelle Verzeichnis in den Suchpfad aufzunehmen;
-      aus Sicherheitserw�gungen heraus geschieht dies jedoch �blicherweise nicht.)
+      Es ist unter Unix möglich, das aktuelle Verzeichnis in den Suchpfad aufzunehmen;
+      aus Sicherheitserwägungen heraus geschieht dies jedoch üblicherweise nicht.)
     \item
       \textbf{Kein "`Fallschirm"':}
-      C und Unix f�hren Befehle ohne Nachfrage aus.
+      C und Unix führen Befehle ohne Nachfrage aus.
       (Beispiel: Ein eingegebener Unix-Befehl zum Formatieren einer Festplatte
-      wird ohne R�ckfrage ausgef�hrt.)
+      wird ohne Rückfrage ausgeführt.)
   \end{itemize}
 
-  Trotz dieser Warnungen besteht bei Programmier�bungen in C
-  normalerweise \emph{keine\/} Gefahr f�r den Rechner.
-  Moderne PC-Betriebssysteme �berwachen die aufgerufenen Programme
+  Trotz dieser Warnungen besteht bei Programmierübungen in C
+  normalerweise \emph{keine\/} Gefahr für den Rechner.
+  Moderne PC-Betriebssysteme überwachen die aufgerufenen Programme
   und beenden sie notfalls mit einer Fehlermeldung ("`Schutzverletzung"').
   Experimente mit Mikro-Controllern, die im Rahmen dieser Vorlesung stattfinden werden,
   erfolgen ebenfalls in einer Testumgebung, in der kein Schaden entstehen kann.
 
   Bitte nutzen Sie die Gelegenheit, in diesem Rahmen Ihre Programmierkenntnisse zu trainieren,
-  damit Sie sp�ter in Ihrer beruflichen Praxis,
-  wenn durch ein fehlerhaftes Programm ernsthafter Schaden entstehen k�nnte,
+  damit Sie später in Ihrer beruflichen Praxis,
+  wenn durch ein fehlerhaftes Programm ernsthafter Schaden entstehen könnte,
   wissen, was Sie tun.
 
-  \section{Einf�hrung in C}
+  \section{Einführung in C}
 
   \subsection{Hello, world!}
 
@@ -253,29 +252,29 @@
       return 0;
     }
   \end{lstlisting}
-  Dieses traditionell erste -- "`einfachste"' -- Beispiel enth�lt in C bereits viele Elemente,
-  die erst zu einem sp�teren Zeitpunkt zufriedenstellend erkl�rt werden k�nnen:
+  Dieses traditionell erste -- "`einfachste"' -- Beispiel enthält in C bereits viele Elemente,
+  die erst zu einem späteren Zeitpunkt zufriedenstellend erklärt werden können:
   \begin{itemize}
     \item
       \lstinline{#include <stdio.h>}
 
-      Wir deuten diese Zeile im Moment so, da� uns damit gewisse Standardfunktionen
-      (darunter \lstinline{printf()} -- siehe unten) zur Verf�gung gestellt werden.
+      Wir deuten diese Zeile im Moment so, daß uns damit gewisse Standardfunktionen
+      (darunter \lstinline{printf()} -- siehe unten) zur Verfügung gestellt werden.
 
       Diese Betrachtungsweise ist nicht wirklich korrekt
-      und wird in Abschnitt \ref{Praeprozessor} genauer erkl�rt.
+      und wird in Abschnitt \ref{Praeprozessor} genauer erklärt.
 
     \item
       \lstinline|int main (void) { ... }|
 
       Dies ist das C-Hauptprogramm.
-      Das, was zwischen den geschweiften Klammern steht, wird ausgef�hrt.
+      Das, was zwischen den geschweiften Klammern steht, wird ausgeführt.
 
-      Auch hier wird zu einem sp�teren Zeitpunkt (Abschnitt \ref{Funktionen})
-      genauer erkl�rt werden, was die einzelnen Elemente bedeuten und welchen Sinn sie haben.
+      Auch hier wird zu einem späteren Zeitpunkt (Abschnitt \ref{Funktionen})
+      genauer erklärt werden, was die einzelnen Elemente bedeuten und welchen Sinn sie haben.
   \end{itemize}
   \goodbreak
-  Im folgenden soll nun der eigentliche Inhalt des Programms erkl�rt werden:
+  Im folgenden soll nun der eigentliche Inhalt des Programms erklärt werden:
   \begin{lstlisting}
     printf ("Hello, world!\n");
     return 0;
@@ -288,147 +287,147 @@
       Jede Anweisung wird mit einem Semikolon abgeschlossen.
     \item
       Bei \lstinline{printf()} handelt es sich um einen \newterm{Funktionsaufruf},
-      dessen Wirkung darin besteht, da� der zwischen den Klammern angegebene \newterm{Parameter\/}
+      dessen Wirkung darin besteht, daß der zwischen den Klammern angegebene \newterm{Parameter\/}
       (oder: das \newterm{Argument\/}) der Funktion
-      auf dem Standardausgabeger�t ausgegeben wird.
+      auf dem Standardausgabegerät ausgegeben wird.
       (In unserem Fall handelt es sich dabei um einen Bildschirm.)
-      Der Name "`\lstinline{printf}"' der Funktion steht f�r "`print formatted"' -- formatierte Ausgabe.
+      Der Name "`\lstinline{printf}"' der Funktion steht für "`print formatted"' -- formatierte Ausgabe.
     \item
       \lstinline{"Hello, world!\n"} ist eine \newterm{Konstante\/}
       vom Typ \newterm{String\/} (= Zeichenkette).
     \item
       \lstinline{\n} ist eine \newterm{Escape-Sequenz}.
-      Sie steht f�r ein einzelnes, normalerweise unsichtbares Zeichen
+      Sie steht für ein einzelnes, normalerweise unsichtbares Zeichen
       mit der Bedeutung "`neue Zeile"'.
     \item
       Die Anweisung \lstinline{return 0} bedeutet:
       Beende die laufende Funktion (hier: \lstinline{main()}, also das Hauptprogramm)
-      mit dem R�ckgabewert 0.
-      (Bedeutung: "`Programm erfolgreich ausgef�hrt."' --  siehe Abschnitt \ref{Funktionen}.)
+      mit dem Rückgabewert 0.
+      (Bedeutung: "`Programm erfolgreich ausgeführt."' --  siehe Abschnitt \ref{Funktionen}.)
   \end{itemize}
 
-  \subsection{Programme compilieren und ausf�hren}
+  \subsection{Programme compilieren und ausführen}
 
   Der Programmtext wird mit Hilfe eines Eingabeprogramms, des \newterm{Texteditors},
   in den Computer eingegeben und als Datei gespeichert.
   Als Dateiname sei hier \file{hello-1.c} angenommen.
   Die Dateiendung \file{.c} soll anzeigen,
-  da� es sich um einen Programmquelltext in der Programmiersprache C handelt.
+  daß es sich um einen Programmquelltext in der Programmiersprache C handelt.
 
-  Die \file{.c}-Datei ist f�r den Computer nicht direkt ausf�hrbar.
-  Um eine ausf�hrbare Datei zu erhalten,
-  mu� das Programm zuerst in die Maschinensprache des verwendeten Computers �bersetzt werden.
+  Die \file{.c}-Datei ist für den Computer nicht direkt ausführbar.
+  Um eine ausführbare Datei zu erhalten,
+  muß das Programm zuerst in die Maschinensprache des verwendeten Computers übersetzt werden.
   Diesen Vorgang nennt man \newterm{Compilieren}.
 
   In einer Unix-Shell mit installierter GNU-Compiler-Collection
-  (GCC; fr�here Bedeutung der Abk�rzung: GNU-C-Compiler)
+  (GCC; frühere Bedeutung der Abkürzung: GNU-C-Compiler)
   geschieht das Compilieren durch Eingabe der folgenden Zeile, der \newterm{Kommandozeile\/}:
 
   \begin{lstlisting}[style=terminal]
-    $ �gcc hello-1.c -o hello-1�
+    $ ¡gcc hello-1.c -o hello-1¿
   \end{lstlisting}
 
-  Das Zeichen \lstinline[style=terminal]{$} steht f�r die \newterm{Eingabeaufforderung\/}
+  Das Zeichen \lstinline[style=terminal]{$} steht für die \newterm{Eingabeaufforderung\/}
   (oder das \newterm{Prompt\/}) der Unix-Shell. Es kann auch anders aussehen, z.\,B.\
   \lstinline[style=terminal]{voyager2/home/peter/bo/2012ws/ainf/script/examples>}.
   Die Eingabeaufforderung wird vom Computer ausgegeben;
-  die Kommandozeile rechts daneben m�ssen wir eingeben und mit der Eingabetaste (Enter) best�tigen.
+  die Kommandozeile rechts daneben müssen wir eingeben und mit der Eingabetaste (Enter) bestätigen.
 
   \lstinline[style=cmd]{gcc} ist ein Befehl an den Computer,
-  n�mlich der Name eines Programms, das wir aufrufen wollen (hier: der Compiler).
-  Die darauf folgenden Teile der Kommandozeile hei�en die \newterm{Parameter\/}
+  nämlich der Name eines Programms, das wir aufrufen wollen (hier: der Compiler).
+  Die darauf folgenden Teile der Kommandozeile heißen die \newterm{Parameter\/}
   oder \newterm{Argumente\/} des Befehls.
 
   Der Parameter \lstinline[style=cmd]{hello-1.c} ist der Name der Datei, die compiliert werden soll.
 
   \lstinline[style=cmd]{-o} ist eine \newterm{Option\/} an den Compiler,
-  mit der man ihm mitteilt, da� der n�chste Parameter \lstinline[style=cmd]{hello-1}
-  der Name der ausf�hrbaren Datei ist, die erzeugt werden soll.
+  mit der man ihm mitteilt, daß der nächste Parameter \lstinline[style=cmd]{hello-1}
+  der Name der ausführbaren Datei ist, die erzeugt werden soll.
 
-  Unter Unix ist es �blich, ausf�hrbaren Dateien \emph{keine\/} Endung zu geben.
-  Unter Microsoft Windows w�re es stattdessen �blich,
-  die ausf�hrbare Datei \lstinline[style=cmd]{hello-1.exe} zu nennen.
+  Unter Unix ist es üblich, ausführbaren Dateien \emph{keine\/} Endung zu geben.
+  Unter Microsoft Windows wäre es stattdessen üblich,
+  die ausführbare Datei \lstinline[style=cmd]{hello-1.exe} zu nennen.
 
   \breath
 
   Um von einer Unix-Shell aus ein Programm aufzurufen,
-  gibt man dessen vollst�ndigen Namen
-  -- einschlie�lich Verzeichnispfad und eventueller Endung -- als Kommando ein:
+  gibt man dessen vollständigen Namen
+  -- einschließlich Verzeichnispfad und eventueller Endung -- als Kommando ein:
   \begin{lstlisting}[style=terminal]
-    $ �./hello-1�
+    $ ¡./hello-1¿
   \end{lstlisting}
-  Der Punkt steht f�r das aktuelle Verzeichnis;
-  der Schr�gstrich trennt das Verzeichnis vom eigentlichen Dateinamen.
+  Der Punkt steht für das aktuelle Verzeichnis;
+  der Schrägstrich trennt das Verzeichnis vom eigentlichen Dateinamen.
 
   Wenn sich ein Programm im Suchpfad befindet (z.\,B.: \lstinline[style=cmd]{gcc}),
   darf die Angabe des Verzeichnisses entfallen.
   (Den Suchpfad kann man sich mit dem Kommando
   \lstinline[style=cmd]{echo $PATH} anzeigen lassen.)
-  Aus Sicherheitsgr�nden steht das aktuelle Verzeichnis
-  unter Unix �blicherweise \emph{nicht\/} im Suchpfad.
+  Aus Sicherheitsgründen steht das aktuelle Verzeichnis
+  unter Unix üblicherweise \emph{nicht\/} im Suchpfad.
 
   \breath
 
   \begin{experts}
-    Dateiendungen dienen unter Unix nur der �bersicht,
+    Dateiendungen dienen unter Unix nur der Übersicht,
     haben aber keine technischen Konsequenzen:
     \begin{itemize}
       \item
-        Ob eine Datei als ausf�hrbar betrachtet wird oder nicht,
-        wird nicht anhand einer Endung, sondern �ber ein \newterm{Dateiattribut\/} entschieden.
+        Ob eine Datei als ausführbar betrachtet wird oder nicht,
+        wird nicht anhand einer Endung, sondern über ein \newterm{Dateiattribut\/} entschieden.
         Die Dateiattribute werden beim Listen des Verzeichnisinhalts angezeigt:
         \begin{lstlisting}[style=terminal,gobble=10]
-          $ �ls -l�
+          $ ¡ls -l¿
           -rwxr-x--- 1 peter ainf 6294  4. Okt 14:34 hello-1
           -rw-r--r-- 1 peter ainf   82  4. Okt 15:11 hello-1.c
         \end{lstlisting}
-        Jedes \lstinline[style=terminal]{r} steht f�r "`read"' (Datei lesbar),
-        jedes \lstinline[style=terminal]{w} f�r "`write"' (Datei schreibbar)
-        und jedes \lstinline[style=terminal]{x} f�r "`execute"' (Datei ausf�hrbar).
-        Von links nach rechts stehen die \lstinline[style=terminal]{rwx}-Gruppen f�r
+        Jedes \lstinline[style=terminal]{r} steht für "`read"' (Datei lesbar),
+        jedes \lstinline[style=terminal]{w} für "`write"' (Datei schreibbar)
+        und jedes \lstinline[style=terminal]{x} für "`execute"' (Datei ausführbar).
+        Von links nach rechts stehen die \lstinline[style=terminal]{rwx}-Gruppen für
         den Besitzer der Datei (hier: \lstinline[style=terminal]{peter})
         eine Benutzergruppe (hier: \lstinline[style=terminal]{ainf})
-        und f�r alle anderen Benutzer des Computers.
+        und für alle anderen Benutzer des Computers.
         
         Im o.\,a.\ Beispiel ist die Datei \file{hello-1.c}
-        f�r den Benutzer \lstinline[style=terminal]{peter} les- und schreibbar,
-        f�r alle Angeh�rigen der Gruppe \lstinline[style=terminal]{ainf} nur lesbar
-        und f�r alle anderen Benutzer des Computers ebenfalls nur lesbar.
+        für den Benutzer \lstinline[style=terminal]{peter} les- und schreibbar,
+        für alle Angehörigen der Gruppe \lstinline[style=terminal]{ainf} nur lesbar
+        und für alle anderen Benutzer des Computers ebenfalls nur lesbar.
         Die Datei \file{hello-1} (ohne Endung) ist hingegen
-        f�r den Benutzer \lstinline[style=terminal]{peter} les-, schreib- und ausf�hrbar,
-        f�r alle Angeh�rigen der Gruppe \lstinline[style=terminal]{ainf} les- und ausf�hrbar,
-        aber nicht schreibbar. Alle anderen Benutzer des Computer haben f�r die Datei
-        \file{hello-1} �berhaupt keine Zugriffsrechte.
+        für den Benutzer \lstinline[style=terminal]{peter} les-, schreib- und ausführbar,
+        für alle Angehörigen der Gruppe \lstinline[style=terminal]{ainf} les- und ausführbar,
+        aber nicht schreibbar. Alle anderen Benutzer des Computer haben für die Datei
+        \file{hello-1} überhaupt keine Zugriffsrechte.
       \item
         Welcher Art der Inhalt der Datei ist,
         entnimmt Unix dem Inhalt selbst.
         Man kann sich dies mit Hilfe des Befehls \lstinline[style=cmd]{file} anzeigen lassen:
         \begin{lstlisting}[style=terminal,gobble=10]
-          $ �file hello-1�
+          $ ¡file hello-1¿
           hello-1: ELF 32-bit LSB executable, Intel 80386, version 1 (SYSV),
           dynamically linked (uses shared libs), for GNU/Linux 2.6.18,
           not stripped
-          $ �file hello-1.c�
+          $ ¡file hello-1.c¿
           hello-1.c: ASCII C program text
         \end{lstlisting}
       \item
-        Eine ausf�hrbare Datei, die Text enth�lt, ist ein sogenanntes \newterm{Shell-Skript}.
+        Eine ausführbare Datei, die Text enthält, ist ein sogenanntes \newterm{Shell-Skript}.
         Der Aufruf eines Shell-Skripts bewirkt i.\,w.\ dasselbe,
-        als wenn man den darin enthaltenen Text als Kommandos eingeben w�rde.
+        als wenn man den darin enthaltenen Text als Kommandos eingeben würde.
       \item
-        Ein C-Quelltext enth�lt i.\,d.\,R.\ \emph{keine\/} g�ltigen Unix-Kommandos
-        und kann daher \emph{nicht\/} "`einfach so"' ausgef�hrt werden.
+        Ein C-Quelltext enthält i.\,d.\,R.\ \emph{keine\/} gültigen Unix-Kommandos
+        und kann daher \emph{nicht\/} "`einfach so"' ausgeführt werden.
       \item
-        Es ist zul�ssig, aber normalerweise nicht sinnvoll,
-        einer ausf�hrbaren Datei die Endung \file{.c} zu geben.
+        Es ist zulässig, aber normalerweise nicht sinnvoll,
+        einer ausführbaren Datei die Endung \file{.c} zu geben.
     \end{itemize}
   \end{experts}
 
   \subsection{Zahlenwerte ausgeben}
 
-  Da es m�glich ist, mittels der Funktion \lstinline{printf()}
+  Da es möglich ist, mittels der Funktion \lstinline{printf()}
   eine String-Konstante wie z.\,B.\ \lstinline{"Hello, world!\n"} "`einfach so"' auszugeben,
-  liegt die Vermutung nahe, Integer-Konstanten auf gleiche Weise ausgeben zu k�nnen.
+  liegt die Vermutung nahe, Integer-Konstanten auf gleiche Weise ausgeben zu können.
 
   Datei \file{output-12.c}:
   \begin{lstlisting}
@@ -442,7 +441,7 @@
   \end{lstlisting}
   Beim Compilieren dieses Programms erhalten wir eine Warnung:
   \begin{lstlisting}[style=terminal]
-    $ �gcc output-12.c -o output-12�
+    $ ¡gcc output-12.c -o output-12¿
     output-12.c: In function 'main':
     output-12.c:5: warning: passing argument 1 of 'printf'
     makes pointer from integer without a cast
@@ -450,39 +449,39 @@
     'const char * __restrict__' but argument is of type 'int'
   \end{lstlisting}
   \goodbreak
-  Es entsteht trotzdem eine ausf�hrbare Datei \file{output-12}.
-  Wenn wir diese jedoch ausf�hren, erhalten wir eine Fehlermeldung:
+  Es entsteht trotzdem eine ausführbare Datei \file{output-12}.
+  Wenn wir diese jedoch ausführen, erhalten wir eine Fehlermeldung:
   \begin{lstlisting}[style=terminal]
-    $ �./output-12�
+    $ ¡./output-12¿
     Segmentation fault
   \end{lstlisting}
-  Tats�chlich ist die direkte �bergabe einer Integer-Konstanten an \lstinline{printf()}
-  ein grober Fehler: \lstinline{printf()} akzeptiert als ersten Parameter nur Ausdr�cke vom Typ String.
+  Tatsächlich ist die direkte Übergabe einer Integer-Konstanten an \lstinline{printf()}
+  ein grober Fehler: \lstinline{printf()} akzeptiert als ersten Parameter nur Ausdrücke vom Typ String.
   Der C-Compiler nimmt eine implizite Umwandlung der Integer-Konstanten in einen String vor:
   Die Zahl wird als eine Speicheradresse interpretiert, an der sich der Text befindet.
-  Dies ist nicht besonders sinnvoll (daher die Warnung), aber in C zul�ssig.
+  Dies ist nicht besonders sinnvoll (daher die Warnung), aber in C zulässig.
 
-  Wenn nun das Programm ausgef�hrt wird, versucht es, auf die Speicheradresse Nr.\ 42 zuzugreifen.
-  Diese befindet sich normalerweise au�erhalb des Programms.
+  Wenn nun das Programm ausgeführt wird, versucht es, auf die Speicheradresse Nr.\ 42 zuzugreifen.
+  Diese befindet sich normalerweise außerhalb des Programms.
   Das Betriebssystem bemerkt den illegalen Zugriffsversuch
   und bricht das Programm mit einer Fehlermeldung
-  ("`Speicherzugriffsfehler"', "`Schutzverletzung"' o.\,�.) ab.
+  ("`Speicherzugriffsfehler"', "`Schutzverletzung"' o.\,ä.) ab.
 
   Auf einer Plattform ohne derartige Schutzmechanismen (z.\,B.\ einem Mikro-Controller)
-  wird das fehlerhafte Programm hingegen klaglos ausgef�hrt.
-  Es werden dann sinnlose Texte, die sich zuf�llig an Speicheradresse Nr.\ 42 befinden,
-  auf dem Standardausgabeger�t ausgegeben.
+  wird das fehlerhafte Programm hingegen klaglos ausgeführt.
+  Es werden dann sinnlose Texte, die sich zufällig an Speicheradresse Nr.\ 42 befinden,
+  auf dem Standardausgabegerät ausgegeben.
 
   \breath
 
   Dieses fehlerhafte Programm illustriert, wie leicht es in der Programmiersprache C ist,
   einen Absturz zu programmieren.
-  Die meisten anderen Programmiersprachen w�rden das fehlerhafte Programm nicht akzeptieren;
-  anstelle der o.\,a.\ Warnung bek�me man eine �hnlichlautende Fehlermeldung.
+  Die meisten anderen Programmiersprachen würden das fehlerhafte Programm nicht akzeptieren;
+  anstelle der o.\,a.\ Warnung bekäme man eine ähnlichlautende Fehlermeldung.
 
   \breath
 
-  Wie man nun tats�chlich in C Zahlenwerte ausgibt,
+  Wie man nun tatsächlich in C Zahlenwerte ausgibt,
   illustriert das Beispielprogramm \file{output-1.c}:
   \begin{lstlisting}
     #include <stdio.h>
@@ -494,10 +493,10 @@
     }
   \end{lstlisting}
   Der erste Parameter von \lstinline{printf()}, der sog.\ \newterm{Format-String},
-  enth�lt das Symbol \lstinline{%d}.
+  enthält das Symbol \lstinline{%d}.
   Diese sog.\ \newterm{Formatspezifikation\/} wird in der Ausgabe
   durch den Zahlenwert des zweiten Parameters von \lstinline{printf()} ersetzt.
-  Das \lstinline{d} steht hierbei f�r "`dezimal"'.
+  Das \lstinline{d} steht hierbei für "`dezimal"'.
 
   \breath
 
@@ -505,18 +504,18 @@
 %    Wenn man anstelle von \lstinline{%d} die Formatspezifikation \lstinline{%x} verwendet,
 %    wird die Zahl in hexadezimaler anstatt in dezimaler Schreibweise ausgegeben.
     Wenn man zwischen das Prozentzeichen un das \lstinline{d} eine Zahl schreibt (z.\,B.\ \lstinline{%3d}),
-    gibt man damit die Breite eines Feldes an, in die die auszugebende Zahl rechtsb�ndig geschrieben wird.
-    Wenn man die Feldbreite mit einer Null beginnen l��t (z.\,B.\ \lstinline{%03d})
-    wird die auszugebende Zahl von links mit Nullen bis zur Feldbreite aufgef�llt.
+    gibt man damit die Breite eines Feldes an, in die die auszugebende Zahl rechtsbündig geschrieben wird.
+    Wenn man die Feldbreite mit einer Null beginnen läßt (z.\,B.\ \lstinline{%03d})
+    wird die auszugebende Zahl von links mit Nullen bis zur Feldbreite aufgefüllt.
 
-    Eine vollst�ndige Liste der in \lstinline{printf()} zul�ssigen Formatspezifikationen
+    Eine vollständige Liste der in \lstinline{printf()} zulässigen Formatspezifikationen
     finden Sie in der Dokumentation des Compiler-Herstellers zu \lstinline{printf()}.
-    Von der Unix-Shell aus k�nnen Sie diese
+    Von der Unix-Shell aus können Sie diese
     mit dem Befehl \lstinline[style=cmd]{man 3 printf} abrufen.
 %
-%    Umgekehrt k�nnen Sie in C Integer-Konstanten
+%    Umgekehrt können Sie in C Integer-Konstanten
 %    durch Voranstellen von \lstinline{0x} in hexadezimaler anstatt dezimaler Schreibweise eingeben.
-%    Die Hexadezimalzahl \lstinline{0x2a} steht in C f�r genau dieselbe Konstante
+%    Die Hexadezimalzahl \lstinline{0x2a} steht in C für genau dieselbe Konstante
 %    wie die Dezimalzahl \lstinline{42}.
   \end{experts}
 
@@ -532,7 +531,7 @@
       Die Position des \lstinline{\n} ist relevant,
       z.\,B.\ geht \lstinline{printf ("\n42");} zuerst in eine neue Zeile
       und gibt danach den Text aus.
-      Auch mehrere \lstinline{\n} in derselben String-Konstanten sind zul�ssig.
+      Auch mehrere \lstinline{\n} in derselben String-Konstanten sind zulässig.
     \item
       C akzeptiert auch sehr seltsame Konstrukte.
       Das folgende Beispiel (Datei: \file{hello-5.c})
@@ -549,14 +548,14 @@
       wird vom Compiler akzeptiert.
       (Warum das so ist, wird in Abschnitt \ref{Seiteneffekte} behandelt.)
 
-      Bei Verwendung der zus�tzlichen Option \lstinline[style=cmd]{-Wall}
-      erhalten wir zumindest eine Warnung �ber eine "`Anweisung ohne Effekt"':
+      Bei Verwendung der zusätzlichen Option \lstinline[style=cmd]{-Wall}
+      erhalten wir zumindest eine Warnung über eine "`Anweisung ohne Effekt"':
       \begin{lstlisting}[style=terminal,gobble=8]
-        $ �gcc -Wall hello-5.c -o hello-5�
+        $ ¡gcc -Wall hello-5.c -o hello-5¿
         hello-5.c: In function 'main':
         hello-5.c:6: warning: statement with no effect
       \end{lstlisting}
-      Es empfiehlt sich, die Option \lstinline[style=cmd]{-Wall} grunds�tzlich zu verwenden
+      Es empfiehlt sich, die Option \lstinline[style=cmd]{-Wall} grundsätzlich zu verwenden
       und die Warnungen ernstzunehmen.
   \end{itemize}
 
@@ -570,51 +569,51 @@
 
     int main (void)
     {
-      printf ("Richtige Antworten w�ren %d oder %d oder sonstige.\n", 1, 2);
+      printf ("Richtige Antworten wären %d oder %d oder sonstige.\n", 1, 2);
       return 0;
     }
   \end{lstlisting}
   \begin{lstlisting}[style=terminal]
-    $ �gcc output-7.c -o output-7�
-    $ �./output-7�
-    Richtige Antworten w�ren 1 oder 2 oder sonstige.
+    $ ¡gcc output-7.c -o output-7¿
+    $ ¡./output-7¿
+    Richtige Antworten wären 1 oder 2 oder sonstige.
     $
   \end{lstlisting}
   Achtung: Zu viele oder zu wenige Werte in der Parameterliste
-  ergeben trotzdem ein g�ltiges, wenn auch fehlerhaftes C-Programm
+  ergeben trotzdem ein gültiges, wenn auch fehlerhaftes C-Programm
   (Datei: \file{output-6.c}):
   \begin{lstlisting}
     #include <stdio.h>
 
     int main (void)
     {
-      printf ("Richtige Antworten w�ren %d", 1, " oder %d", 2, " oder sonstige.\n");
+      printf ("Richtige Antworten wären %d", 1, " oder %d", 2, " oder sonstige.\n");
       return 0;
     }
   \end{lstlisting}
-  Wenn man dieses Programm laufen l��t,
+  Wenn man dieses Programm laufen läßt,
   wird nicht etwa das zweite \lstinline{%d} durch den Zahlenwert 2 ersetzt.
   Vielmehr endet das, was ausgegeben wird, mit dem ersten \lstinline{%d},
-  f�r das der Zahlenwert 1 eingesetzt wird,
+  für das der Zahlenwert 1 eingesetzt wird,
   und alles, was nach der 1 kommt, wird schlichtweg ignoriert.
   \begin{lstlisting}[style=terminal]
-    $ �gcc output-6.c -o output-6�
-    $ �./output-6�
-    Richtige Antworten w�ren 1$
+    $ ¡gcc output-6.c -o output-6¿
+    $ ¡./output-6¿
+    Richtige Antworten wären 1$
   \end{lstlisting}
   Bei Verwendung der Option \lstinline[style=cmd]{-Wall}
   erhalten wir auch hier eine Warnung:
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall output-6.c -o output-6�
+    $ ¡gcc -Wall output-6.c -o output-6¿
     output-6.c: In function 'main':
     output-6.c:5: warning: too many arguments for format
   \end{lstlisting}
 
   \subsection{Elementares Rechnen}
 
-  Der \newterm{bin�re Operator} \lstinline{+} kann in C (und den meisten Programmiersprachen)
-  dazu verwendet werden, zwei Integer-Ausdr�cke, die sogenannten \newterm{Operanden},
-  durch Addition zu einem neuen Integer-Ausdruck zu verkn�pfen.
+  Der \newterm{binäre Operator} \lstinline{+} kann in C (und den meisten Programmiersprachen)
+  dazu verwendet werden, zwei Integer-Ausdrücke, die sogenannten \newterm{Operanden},
+  durch Addition zu einem neuen Integer-Ausdruck zu verknüpfen.
 
   Beispiel: \file{mathe-1.c}
   \begin{lstlisting}
@@ -626,17 +625,17 @@
       return 0;
     }
   \end{lstlisting}
-  (Tats�chlich f�hrt bereits die erste Stufe des Compilers eine Optimierung durch,
-  die bewirkt, da� die ausf�hrbare Datei keine Additionsbefehle,
-  sondern direkt das Ergebnis der Addition enth�lt.)
+  (Tatsächlich führt bereits die erste Stufe des Compilers eine Optimierung durch,
+  die bewirkt, daß die ausführbare Datei keine Additionsbefehle,
+  sondern direkt das Ergebnis der Addition enthält.)
 
-  Die Operatoren f�r die Grundrechenarten lauten in C:
+  Die Operatoren für die Grundrechenarten lauten in C:
   \begin{center}
     \begin{tabular}{cl}
       \lstinline|+| & Addition \\
       \lstinline|-| & Subtraktion \\
       \lstinline|*| & Multiplikation \\
-      \lstinline|/| & Division: Bei ganzen Zahlen wird grunds�tzlich abgerundet. \\
+      \lstinline|/| & Division: Bei ganzen Zahlen wird grundsätzlich abgerundet. \\
       \lstinline|%| & Modulo-Operation: Rest bei Division (\lstinline|39 % 4| ergibt \lstinline|3|.)
     \end{tabular}
   \end{center}
@@ -655,7 +654,7 @@
   \end{lstlisting}
   deklariert zwei Variable vom Typ Integer und initialisiert die zweite mit dem Wert 3.
 
-  F�r Flie�kommazahlen verwendet man meistens den Datentyp \lstinline{double}:
+  Für Fließkommazahlen verwendet man meistens den Datentyp \lstinline{double}:
   \begin{lstlisting}[belowskip=0pt]
     double x = 3.141592653589793;
   \end{lstlisting}
@@ -663,18 +662,18 @@
   \bigskip
 
   \begin{experts}
-    Die Bezeichnung \lstinline{double} steht f�r "`doppelt genau"'.
-    Daneben gibt es noch einen Datentyp \lstinline{float} f�r "`einfach genaue"' Flie�kommazahlen
-    sowie einen Datentyp \lstinline{long double} noch h�here Genauigkeiten.
-    Typischerweise folgen Flie�kommazahlen in C dem Standard IEEE 754.
+    Die Bezeichnung \lstinline{double} steht für "`doppelt genau"'.
+    Daneben gibt es noch einen Datentyp \lstinline{float} für "`einfach genaue"' Fließkommazahlen
+    sowie einen Datentyp \lstinline{long double} noch höhere Genauigkeiten.
+    Typischerweise folgen Fließkommazahlen in C dem Standard IEEE 754.
     In diesem Fall hat \lstinline{float} eine Genauigkeit von ca.\ 6
     und \lstinline{double} eine Genauigkeit von ca.\ 15 Nachkommastellen.
   \end{experts}
 
   Das Einlesen von Werten erfolgt in C mit der Funktion \lstinline{scanf()}.
 
-  Das Beispielprogramm \file{input-1.c} liest einen Wert vom Standardeingabeger�t (hier: Tastatur) ein
-  und gibt das Doppelte des Wertes auf dem Standardausgabeger�t aus:
+  Das Beispielprogramm \file{input-1.c} liest einen Wert vom Standardeingabegerät (hier: Tastatur) ein
+  und gibt das Doppelte des Wertes auf dem Standardausgabegerät aus:
   \begin{lstlisting}
     #include <stdio.h>
 
@@ -691,28 +690,28 @@
 
   Damit \lstinline{scanf()} in die Variable \lstinline{a} einen Wert schreiben kann,
   ist es erforderlich, nicht den aktuellen Wert von \lstinline{a},
-  sondern die Variable selbst an \lstinline{scanf()} zu �bergeben.
+  sondern die Variable selbst an \lstinline{scanf()} zu übergeben.
   Dies geschieht durch Voranstellen eines Und-Symbols \lstinline{&}.
-  (Genaugenommen handelt es sich um die �bergabe einer Speicheradresse.
+  (Genaugenommen handelt es sich um die Übergabe einer Speicheradresse.
   Dies wird in Abschnitt \ref{Zeiger} genauer behandelt.)
 
   Wenn wir das \lstinline{&} vergessen (Beispielprogramm: \file{input-3.c}),
   kann das C-Programm weiterhin compiliert werden.
   Bei Verwendung der Option \lstinline[style=cmd]{-Wall} erhalten wir eine Warnung.
-  Wenn wir das Programm ausf�hren und versuchen, einen Wert einzugeben, st�rzt das Programm ab.
-  (Hintergrund: Es betrachtet den aktuellen -- zuf�lligen -- Wert der Variablen \lstinline{a}
+  Wenn wir das Programm ausführen und versuchen, einen Wert einzugeben, stürzt das Programm ab.
+  (Hintergrund: Es betrachtet den aktuellen -- zufälligen -- Wert der Variablen \lstinline{a}
   als Adresse einer Speicherzelle, an der der eingelesene Wert gespeichert werden soll.
-  Das Programm greift also schreibend auf eine Speicherzelle au�erhalb des ihm zugeteilten Bereichs zu.)
+  Das Programm greift also schreibend auf eine Speicherzelle außerhalb des ihm zugeteilten Bereichs zu.)
 
   \breath
 
-  Zuweisungen an Variable erfolgen in C mit Hilfe des bin�ren Operators \lstinline{=}.
-  Es ist ausdr�cklich erlaubt, den "`alten"' Wert einer Variablen in Berechnungen zu verwenden,
+  Zuweisungen an Variable erfolgen in C mit Hilfe des binären Operators \lstinline{=}.
+  Es ist ausdrücklich erlaubt, den "`alten"' Wert einer Variablen in Berechnungen zu verwenden,
   deren Ergebnis man dann derselben Variablen zuweist.
 
   Die Zeile \lstinline{a = 2 * a} in Zeile 8 von \file{input-1.c}
   ist insbesondere keine mathematische Gleichung
-  (mit der L�sung 0 f�r die Unbekannte \lstinline{a}),
+  (mit der Lösung 0 für die Unbekannte \lstinline{a}),
   sondern die Berechnung des Doppelten des aktuellen Wertes der Variablen \lstinline{a},
   welches dann wiederum in der Variablen \lstinline{a} gespeichert wird.
 
@@ -721,25 +720,25 @@
   \begin{experts}
     Die Funktion \lstinline{scanf()} kann, analog zu \lstinline{printf()},
     gleichzeitig mehrere Werte abfragen.
-    Hierzu m�ssen wir im Format-String mehrere Formatspezifikationen angeben
-    und die Adressen mehrerer Variabler als Parameter �bergeben.
+    Hierzu müssen wir im Format-String mehrere Formatspezifikationen angeben
+    und die Adressen mehrerer Variabler als Parameter übergeben.
 
-    Genau wie bei \lstinline{printf()} werden �berz�hlige Parameter ignoriert,
-    und fehlende Parameter f�hren zu einem Absturz des Programms.
+    Genau wie bei \lstinline{printf()} werden überzählige Parameter ignoriert,
+    und fehlende Parameter führen zu einem Absturz des Programms.
 
     Zeichen zwischen den Formatspezifikationen fungieren als Trennzeichen.
-    Damit die Zahlen angenommen werden, mu� die Eingabe die Trennzeichen enthalten.
+    Damit die Zahlen angenommen werden, muß die Eingabe die Trennzeichen enthalten.
 
-    F�r doppelt genaue Flie�kommazahlen (\lstinline{double})
+    Für doppelt genaue Fließkommazahlen (\lstinline{double})
     lautet die Formatspezifikation \lstinline{%lf};
-    f�r einfach genaue Flie�kommazahlen (\lstinline{float})
+    für einfach genaue Fließkommazahlen (\lstinline{float})
     lautet sie \lstinline{%f}.
 
     (Siehe die Beispielprogramme \file{input-6.c} bis \file{input-11.c}.)
 
     Weitere Informationen zu den Formatspezifikationen von \lstinline{scanf()}
     finden Sie in der Dokumentation zu \lstinline{scanf()}.
-    (In der Unix-Shell k�nnen Sie diese mit dem Befehl \lstinline[style=cmd]{man 3 scanf} abrufen.)
+    (In der Unix-Shell können Sie diese mit dem Befehl \lstinline[style=cmd]{man 3 scanf} abrufen.)
   \end{experts}
 
   \subsection{Verzweigungen}
@@ -759,22 +758,22 @@
       return 0;
     }
   \end{lstlisting}
-  hat den Nachteil, da� bei Eingabe von 0 f�r die zweite Zahl das Programm abst�rzt:
+  hat den Nachteil, daß bei Eingabe von 0 für die zweite Zahl das Programm abstürzt:
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall if-0.c -o if-0�
-    $ �./if-0�
-    Bitte a eingeben: �13�
-    Bitte b eingeben: �0�
+    $ ¡gcc -Wall if-0.c -o if-0¿
+    $ ¡./if-0¿
+    Bitte a eingeben: ¡13¿
+    Bitte b eingeben: ¡0¿
     Floating point exception
   \end{lstlisting}
   Die Fehlermeldung stammt nicht vom Programm selbst, sondern vom Betriebssystem,
   das auf einen vom Prozessor signalisierten Fehlerzustand reagiert.
   ("`Floating point exception"' ist die Bezeichnung dieses Fehlerzustands.
-  In diesem Fall ist die Bezeichnung leicht irref�hrend,
-  da konkret dieser Fehler durch eine Division ganzer Zahlen ausgel�st wird.)
+  In diesem Fall ist die Bezeichnung leicht irreführend,
+  da konkret dieser Fehler durch eine Division ganzer Zahlen ausgelöst wird.)
 
-  F�r Programme wie dieses ist es notwendig,
-  in Abh�ngigkeit von den Benutzereingaben unterschiedliche Anweisungen auszuf�hren.
+  Für Programme wie dieses ist es notwendig,
+  in Abhängigkeit von den Benutzereingaben unterschiedliche Anweisungen auszuführen.
   Diese sog.\ \newterm{Verzweigung\/} geschieht mittels einer \lstinline{if}-Anweisung.
 
   \goodbreak
@@ -796,20 +795,20 @@
   \end{lstlisting}
 
   In den Klammern hinter dem \lstinline{if} steht ein Ausdruck, die sog.\ \newterm{Bedingung}.
-  Die auf das \lstinline{if} folgende Anweisung wird nur dann ausgef�hrt,
+  Die auf das \lstinline{if} folgende Anweisung wird nur dann ausgeführt,
   wenn die Bedingung \emph{ungleich Null\/} ist.
   (C kennt keinen eigenen "`Booleschen"' Datentyp.
-  Stattdessen steht \lstinline{0} f�r den Wahrheitswert "`falsch"'
-  und alles andere f�r den Wahrheitswert "`wahr"'.)
+  Stattdessen steht \lstinline{0} für den Wahrheitswert "`falsch"'
+  und alles andere für den Wahrheitswert "`wahr"'.)
 
-  Der bin�re Operator \lstinline{!=} pr�ft zwei Ausdr�cke auf Ungleichheit.
-  Er liefert \lstinline{0} zur�ck, wenn beide Operanden gleich sind,
+  Der binäre Operator \lstinline{!=} prüft zwei Ausdrücke auf Ungleichheit.
+  Er liefert \lstinline{0} zurück, wenn beide Operanden gleich sind,
   und \lstinline{1}, wenn sie ungleich sind.
 
   \breath
 
   Die \lstinline{if}-Anweisung kennt einen optionalen \lstinline{else}-Zweig.
-  Dieser wird dann ausgef�hrt, wenn die Bedingung \emph{nicht\/} erf�llt ist.
+  Dieser wird dann ausgeführt, wenn die Bedingung \emph{nicht\/} erfüllt ist.
 
   Beispielprogramm: \file{if-2.c}
   \begin{lstlisting}
@@ -833,7 +832,7 @@
   \breath
 
   Sowohl auf das \lstinline{if} als auch auf das \lstinline{else}
-  folgt nur jeweils \emph{eine\/} Anweisung, die von der Bedingung abh�ngt.
+  folgt nur jeweils \emph{eine\/} Anweisung, die von der Bedingung abhängt.
 
   In dem folgenden Beispielprogramm (Datei: \file{if-3.c})
   \begin{lstlisting}
@@ -854,20 +853,20 @@
       return 0;
     }
   \end{lstlisting}
-  wird die Zeile \lstinline{printf ("Das tut man nicht.\n");} auch dann ausgef�hrt,
+  wird die Zeile \lstinline{printf ("Das tut man nicht.\n");} auch dann ausgeführt,
   wenn die Variable \lstinline{b} ungleich 0 ist.
 
   \breath
 
-  In C ist die Einr�ckung der Zeilen im Programmquelltext "`nur"' eine optische Hilfe f�r Programmierer.
-  Welche Anweisung von welcher Bedingung abh�ngt,
+  In C ist die Einrückung der Zeilen im Programmquelltext "`nur"' eine optische Hilfe für Programmierer.
+  Welche Anweisung von welcher Bedingung abhängt,
   entscheidet der Compiler allein anhand der Regeln der Programmiersprache,
   und diese besagen eindeutig:
   "`Sowohl auf das \lstinline{if} als auch auf das \lstinline{else}
-  folgt nur jeweils \emph{eine\/} Anweisung, die von der Bedingung abh�ngt."'
+  folgt nur jeweils \emph{eine\/} Anweisung, die von der Bedingung abhängt."'
 
-  Wenn wir m�chten, da� mehrere Anweisungen von der Bedingung abh�ngen,
-  m�ssen wir diese mittels geschweifter Klammern
+  Wenn wir möchten, daß mehrere Anweisungen von der Bedingung abhängen,
+  müssen wir diese mittels geschweifter Klammern
   zu einem sog.\ \newterm{Anweisungsblock\/} zusammenfassen.
 
   \goodbreak
@@ -893,8 +892,8 @@
     }
   \end{lstlisting}
 
-  Aus Sicht des Computers ist die Einr�ckung belanglos.
-  Die folgende Schreibweise (Datei: \file{if-4.c}) ist f�r ihn
+  Aus Sicht des Computers ist die Einrückung belanglos.
+  Die folgende Schreibweise (Datei: \file{if-4.c}) ist für ihn
   vollkommen gleichwertig zu \file{if-5.c}:
   \begin{lstlisting}
     #include <stdio.h>
@@ -904,19 +903,19 @@
     "a geteilt durch b ist: %d\n", a / b); else printf ("Bitte nicht durch 0 teilen!\n");
     printf ("Das tut man nicht.\n"); return 0; }
   \end{lstlisting}
-  Aus Sicht eines Menschen hingegen kann eine \emph{korrekte\/} Einr�ckung des Quelltextes
-  \emph{sehr\/} hilfreich dabei sein, in einem Programm die �bersicht zu behalten.
+  Aus Sicht eines Menschen hingegen kann eine \emph{korrekte\/} Einrückung des Quelltextes
+  \emph{sehr\/} hilfreich dabei sein, in einem Programm die Übersicht zu behalten.
   Daher hier der dringende Rat:
   \begin{center}
     \bf
-    Achten Sie in Ihren Programmen auf korrekte und �bersichtliche Einr�ckung!
+    Achten Sie in Ihren Programmen auf korrekte und übersichtliche Einrückung!
   \end{center}
 
   \medskip
   \goodbreak
 
-  Um zwei Ausdr�cke auf Gleichheit zu pr�fen,
-  verwendet man in C den bin�ren Operator \lstinline{==}.
+  Um zwei Ausdrücke auf Gleichheit zu prüfen,
+  verwendet man in C den binären Operator \lstinline{==}.
 
   Die Anweisungen
   \begin{lstlisting}[belowskip=0pt]
@@ -928,7 +927,7 @@
     else
       printf ("Bitte nicht durch 0 teilen!\n");
   \end{lstlisting}
-  sind also �quivalent zu:
+  sind also äquivalent zu:
   \begin{lstlisting}
     if (b == 0)
       printf ("Bitte nicht durch 0 teilen!\n");
@@ -949,15 +948,15 @@
         printf ("%d, Rest %d \n", a / b, a % b);
       }
   \end{lstlisting}
-  (mit \lstinline{=} anstelle von \lstinline{==}) sind ebenfalls g�ltiges C,
+  (mit \lstinline{=} anstelle von \lstinline{==}) sind ebenfalls gültiges C,
   haben jedoch eine andere Bedeutung!
   \goodbreak
 
   Der Hintergrund ist der folgende:
-  Alle bin�ren Operatoren, sei es \lstinline{+} oder \lstinline{=} oder \lstinline{==},
+  Alle binären Operatoren, sei es \lstinline{+} oder \lstinline{=} oder \lstinline{==},
   sind in C vom Prinzip her gleichwertig.
-  Alle nehmen zwei numerische Operanden entgegen und liefern einen numerischen Wert zur�ck.
-  Wenn wir nun beispielsweise annehmen, da� die Variable \lstinline{a} den Wert 3 hat, dann gilt:
+  Alle nehmen zwei numerische Operanden entgegen und liefern einen numerischen Wert zurück.
+  Wenn wir nun beispielsweise annehmen, daß die Variable \lstinline{a} den Wert 3 hat, dann gilt:
   \begin{center}
     \begin{tabular}{cl}
       \lstinline|a + 7| & ergibt \lstinline|10|. \\
@@ -967,16 +966,16 @@
   \end{center}
   Das o.\,a.\ Programmfragment bedeutet demnach:
   Weise der Variablen \lstinline{b} den Wert \lstinline{0} zu,
-  und f�hre anschlie�end \emph{immer\/} eine Division durch \lstinline{b} aus.
-  (Die \lstinline{if}-Bedingung bekommt den Wert \lstinline{0}, ist also niemals erf�llt.)
+  und führe anschließend \emph{immer\/} eine Division durch \lstinline{b} aus.
+  (Die \lstinline{if}-Bedingung bekommt den Wert \lstinline{0}, ist also niemals erfüllt.)
 
   \breath
 
-  Da� es sich bei Wahrheitswerten in C tats�chlich um Integer-Werte handelt, wird auch deutlich,
-  wenn man sich diese mittels \lstinline{printf()} ausgeben l��t.
+  Daß es sich bei Wahrheitswerten in C tatsächlich um Integer-Werte handelt, wird auch deutlich,
+  wenn man sich diese mittels \lstinline{printf()} ausgeben läßt.
 
   Wenn man beispielsweise in dem folgenden Programm \file{if-10.c}
-  den Wert \lstinline{7} f�r die Variable \lstinline{b} eingibt,
+  den Wert \lstinline{7} für die Variable \lstinline{b} eingibt,
   \begin{lstlisting}
     #include <stdio.h>
 
@@ -995,24 +994,24 @@
   lautet die Ausgabe:
   \goodbreak
   \begin{lstlisting}[style=terminal]
-    $ �./if-10�
-    Bitte b eingeben: �7�
+    $ ¡./if-10¿
+    Bitte b eingeben: ¡7¿
     Der Ausdruck b != 0 hat den Wert 1
     Der Ausdruck b == 0 hat den Wert 0
     Der Ausdruck b = 0 hat den Wert 0
   \end{lstlisting}
-  In der ersten und zweiten Zeile wird gepr�ft, ob \lstinline{b} den Wert 0 hat,
-  und \lstinline{1} f�r "`ja"' bzw.\ \lstinline{0} f�r "`nein"' ausgegeben.
+  In der ersten und zweiten Zeile wird geprüft, ob \lstinline{b} den Wert 0 hat,
+  und \lstinline{1} für "`ja"' bzw.\ \lstinline{0} für "`nein"' ausgegeben.
   In der dritten Zeile wird \lstinline{b} der Wert \lstinline{0} zugewiesen
-  und anschlie�end der neue Wert von \lstinline{b} ausgegeben.
+  und anschließend der neue Wert von \lstinline{b} ausgegeben.
 
   \subsection{Schleifen}
 
-  Mit Hilfe der \lstinline{while}-Anweisung ist es m�glich,
-  Anweisungen in Abh�ngigkeit von einer Bedingung mehrfach auszuf�hren.
+  Mit Hilfe der \lstinline{while}-Anweisung ist es möglich,
+  Anweisungen in Abhängigkeit von einer Bedingung mehrfach auszuführen.
 
   Das folgende Beispielprogramm \file{loop-1.c}
-  schreibt die Zahlen von 1 bis einschlie�lich 10 auf den Bildschirm:
+  schreibt die Zahlen von 1 bis einschließlich 10 auf den Bildschirm:
   \begin{lstlisting}
     #include <stdio.h>
 
@@ -1029,10 +1028,10 @@
     }
   \end{lstlisting}
   Die Auswertung der Bedingung erfolgt analog zur \lstinline{if}-Anweisung.
-  Ebenso folgt auf \lstinline{while} nur eine eine einzige Anweisung, die wiederholt ausgef�hrt wird;
-  mehrere Anweisungen m�ssen mit geschweiften Klammern zu einem Anweisungsblock zusammengefa�t werden.
+  Ebenso folgt auf \lstinline{while} nur eine eine einzige Anweisung, die wiederholt ausgeführt wird;
+  mehrere Anweisungen müssen mit geschweiften Klammern zu einem Anweisungsblock zusammengefaßt werden.
 
-  Der bin�re Operator \lstinline{<=} liefert 1 zur�ck,
+  Der binäre Operator \lstinline{<=} liefert 1 zurück,
   wenn der linke Operand kleiner oder gleich dem rechten ist, ansonsten 0.
   Entsprechend sind die Operatoren \lstinline{>=}, \lstinline{<} und \lstinline{>} definiert.
 
@@ -1057,15 +1056,15 @@
       return 0;
     }
   \end{lstlisting}
-  Das endlos laufende Programm kann nur noch �ber das Betriebssystem beendet werden.
+  Das endlos laufende Programm kann nur noch über das Betriebssystem beendet werden.
   Von der Unix-Shell aus geschieht dies durch Eingabe von \lstinline[style=cmd]{Strg+C}.
 
-  In der Ausgabe des oben dargestellten Beispielprogramms f�llt auf,
-  da� die Zweierpotenzen zun�chst wie erwartet anwachsen,
-  sp�ter aber nur noch der Zahlenwert 0 ausgegeben wird:
+  In der Ausgabe des oben dargestellten Beispielprogramms fällt auf,
+  daß die Zweierpotenzen zunächst wie erwartet anwachsen,
+  später aber nur noch der Zahlenwert 0 ausgegeben wird:
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall while-2.c -o while-2�
-    $ �./while-2�
+    $ ¡gcc -Wall while-2.c -o while-2¿
+    $ ¡./while-2¿
     2
     4
     8
@@ -1103,26 +1102,26 @@
     ...
   \end{lstlisting}
   \goodbreak
-  Dies h�ngt mit der Art und Weise zusammen,
+  Dies hängt mit der Art und Weise zusammen,
   wie Zahlen in einem Computer gespeichert werden.
   Im Detail ist dies Gegenstand der Vorlesung "`Rechnertechnik"';
-  ein paar f�r uns wichtige Eckdaten seien an dieser Stelle erw�hnt:
+  ein paar für uns wichtige Eckdaten seien an dieser Stelle erwähnt:
   \begin{itemize}
     \item
-      Computer speichern Zahlen im Bin�rformat, das nur die Ziffern 0 und 1 kennt.\\
-      Beispielsweise lautet die Dezimalzahl 9 in Bin�rdarstellung 1001.
+      Computer speichern Zahlen im Binärformat, das nur die Ziffern 0 und 1 kennt.\\
+      Beispielsweise lautet die Dezimalzahl 9 in Binärdarstellung 1001.
     \item
       Zweierpotenzen entsprechen jeweils einer 1 mit folgenden Nullen.\\
-      Die Dezimalzahlen 2, 4, 8 und 16 haben die Bin�rdarstellungen 10, 100, 1000 und 10000.
+      Die Dezimalzahlen 2, 4, 8 und 16 haben die Binärdarstellungen 10, 100, 1000 und 10000.
     \item
-      Auf einem 32-Bit-Prozessor zeigt die zweiundrei�igste Ziffer von rechts das Vorzeichen an.
+      Auf einem 32-Bit-Prozessor zeigt die zweiundreißigste Ziffer von rechts das Vorzeichen an.
       Steht hier eine 1, ist die Zahl negativ.
-      Dies erkl�rt, weshalb die Verdopplung von 1073741824 (bin�r: eine 1 mit 30 Nullen)
-      $-$2147483648 ergibt (bin�r: eine 1 mit 31 Nullen).
+      Dies erklärt, weshalb die Verdopplung von 1073741824 (binär: eine 1 mit 30 Nullen)
+      $-$2147483648 ergibt (binär: eine 1 mit 31 Nullen).
     \item
-      Bei einer weiteren Verdopplung w�rde bin�r eine 1 mit 32 Nullen entstehen,
+      Bei einer weiteren Verdopplung würde binär eine 1 mit 32 Nullen entstehen,
       die aber von einem 32-Bit-Prozessor nicht mehr dargestellt werden kann.
-      Ohne weitere Ma�nahmen ist daher das Doppelte von $-$2147483648 auf einem 32-Bit-Prozessor
+      Ohne weitere Maßnahmen ist daher das Doppelte von $-$2147483648 auf einem 32-Bit-Prozessor
       die Zahl 0.
   \end{itemize}
 
@@ -1135,10 +1134,10 @@
     \item
       Vor dem Betreten der Schleife findet eine Initialisierung statt, z.\,B.\ \lstinline{i = 1}.
     \item
-      Am Ende jedes Schleifendurchlaufs wird eine "`Schritt-Anweisung"' durchgef�hrt,
+      Am Ende jedes Schleifendurchlaufs wird eine "`Schritt-Anweisung"' durchgeführt,
       z.\,B.\ \lstinline{i = i + 1}.
   \end{itemize}
-  F�r dieses spezielle \lstinline{while} kennt C die Abk�rzung \lstinline{for}:
+  Für dieses spezielle \lstinline{while} kennt C die Abkürzung \lstinline{for}:
   \begin{center}
     \begin{minipage}{4cm}
       \begin{lstlisting}[gobble=8]
@@ -1178,8 +1177,8 @@
     while (i <= 10)
   \end{lstlisting}
   Der Unterschied zur "`normalen"' \lstinline{while}-Schleife besteht darin,
-  da� eine \lstinline{do}-\lstinline{while}-Schleife mindestens einmal ausgef�hrt wird,
-  weil die Bedingung nicht bereits am Anfang, sondern erst am Ende des Schleifendurchlaufs gepr�ft wird.
+  daß eine \lstinline{do}-\lstinline{while}-Schleife mindestens einmal ausgeführt wird,
+  weil die Bedingung nicht bereits am Anfang, sondern erst am Ende des Schleifendurchlaufs geprüft wird.
 
   \bigbreak
 
@@ -1191,9 +1190,9 @@
       printf ("%d\n", i);
   \end{lstlisting}
   \vspace{-\smallskipamount}
-  zwar zul�ssiges C, aber nicht sinnvoll (Datei: \file{loop-4.c}).
+  zwar zulässiges C, aber nicht sinnvoll (Datei: \file{loop-4.c}).
   Dies kann man sofort erkennen, indem man die \lstinline{for}-Schleife
-  in eine \lstinline{while}-Schleife �bersetzt:
+  in eine \lstinline{while}-Schleife übersetzt:
   \begin{lstlisting}
     i = 1; 
     while (10)
@@ -1207,11 +1206,11 @@
   (Die \lstinline{while}-Bedingung \lstinline{10} ist ungleich Null, hat also stets den Wahrheitswert "`wahr"'.)
   Am Ende jedes Schleifendurchlaufs wird \lstinline{i + 1} berechnet;
   der berechnete Wert wird jedoch nirgendwo verwendet, sondern schlichtweg verworfen.
-  Insbesondere �ndert \lstinline{i} seinen Wert nicht.
+  Insbesondere ändert \lstinline{i} seinen Wert nicht.
 
   \subsection{Seiteneffekte\label{Seiteneffekte}}
 
-  Das Verwerfen berechneter Werte verdient eine n�here Betrachtung
+  Das Verwerfen berechneter Werte verdient eine nähere Betrachtung
   -- insbesondere in der Programmiersprache C.
   Wie das Beispielprogramm \file{statements-1.c} illustriert,
   \begin{lstlisting}
@@ -1223,26 +1222,26 @@
       return 0;
     }
   \end{lstlisting}
-  ist es anscheinend zul�ssig, Werte als Anweisung zu verwenden.
+  ist es anscheinend zulässig, Werte als Anweisung zu verwenden.
 
-  Grunds�tzlich gilt in C:
-  Man kann jeden g�ltigen Ausdruck als Anweisung verwenden.
+  Grundsätzlich gilt in C:
+  Man kann jeden gültigen Ausdruck als Anweisung verwenden.
   Der Wert des Ausdrucks wird dabei ignoriert.
 
-  Die Bedeutung der (g�ltigen!) C-Anweisung \lstinline{2 + 2;} lautet somit:
-  "`Berechne den Wert \lstinline{2 + 2} und vergi� ihn wieder."'
+  Die Bedeutung der (gültigen!) C-Anweisung \lstinline{2 + 2;} lautet somit:
+  "`Berechne den Wert \lstinline{2 + 2} und vergiß ihn wieder."'
 
-  Tats�chlich gilt dasselbe auch f�r \lstinline{printf()}:
-  Die Funktion \lstinline{printf()} liefert eine ganze Zahl zur�ck.
+  Tatsächlich gilt dasselbe auch für \lstinline{printf()}:
+  Die Funktion \lstinline{printf()} liefert eine ganze Zahl zurück.
   Der \lstinline{printf()}-Aufruf ist somit ein Ausdruck,
   dessen Wert ignoriert wird.
 
   "`Nebenbei"' hat \lstinline{printf()} aber noch eine weitere Bedeutung,
-  n�mlich die Ausgabe des Textes auf dem Standardausgabeger�t (Bildschirm).
-  Diese weitere Bedeutung hei�t \newterm{Seiteneffekt\/} des Ausdrucks.
+  nämlich die Ausgabe des Textes auf dem Standardausgabegerät (Bildschirm).
+  Diese weitere Bedeutung heißt \newterm{Seiteneffekt\/} des Ausdrucks.
 
   Das Beispielprogramm \file{statements-3.c}
-  gibt den vom ersten \lstinline{printf()} zur�ckgegebenen Wert
+  gibt den vom ersten \lstinline{printf()} zurückgegebenen Wert
   mit Hilfe eines zweiten \lstinline{printf()} aus:
   \begin{lstlisting}
     #include <stdio.h>
@@ -1260,71 +1259,71 @@
     4
     2
   \end{lstlisting}
-  Bei dem von \lstinline{printf()} zur�ckgegebenen Wert handelt es sich um die Anzahl der geschriebenen Zeichen.
-  In diesem Fall ist sind es zwei Zeichen, n�mlich die Ziffer \lstinline{4}
+  Bei dem von \lstinline{printf()} zurückgegebenen Wert handelt es sich um die Anzahl der geschriebenen Zeichen.
+  In diesem Fall ist sind es zwei Zeichen, nämlich die Ziffer \lstinline{4}
   sowie das Zeilenendesymbol, im Programm als \lstinline{\n} notiert.
 
   \breath
 
-  Auch Operatoren k�nnen in C Seiteneffekte haben.
+  Auch Operatoren können in C Seiteneffekte haben.
 
   \begin{itemize}
     \item
-      Der bin�re Operator \lstinline{=} (Zuweisung)
+      Der binäre Operator \lstinline{=} (Zuweisung)
       hat als Seiteneffekt die Zuweisung des zweiten Operanden an den ersten Operanden
-      und als R�ckgabewert den zugewiesenen Wert.
+      und als Rückgabewert den zugewiesenen Wert.
 
       (Siehe das Beispielprogramm \file{side-effects-5.c}.)
     \item
-      �hnlich funktionieren die bin�ren Operatoren \lstinline{+= -= *= /* %=}.
+      Ähnlich funktionieren die binären Operatoren \lstinline{+= -= *= /* %=}.
       Sie wenden die vor dem \lstinline{=} stehende Rechenoperation auf die beiden Operatoren an,
       weisen als Seiteneffekt das Ergebnis dem ersten Operanden zu
-      und geben das Rechenergebnis als Wert zur�ck.
+      und geben das Rechenergebnis als Wert zurück.
     \item
-      Die bin�ren Rechnoperatoren \lstinline{+ - * / %}
+      Die binären Rechnoperatoren \lstinline{+ - * / %}
       und Vergleichsoperatoren \lstinline{== != < > <= >=}
       haben \emph{keinen\/} Seiteneffekt.
     \item
-      Der un�re Rechenoperator \lstinline{-} (arithmetische Negation, Vorzeichen)
+      Der unäre Rechenoperator \lstinline{-} (arithmetische Negation, Vorzeichen)
       hat ebenfalls \emph{keinen\/} Seiteneffekt.
     \item
-      Ein weiterer un�rer Operator \emph{ohne\/} Seiteneffekt ist die logische Negation,\\
-      in C ausgedr�ckt durch ein Ausrufezeichen: \lstinline{!}\\
+      Ein weiterer unärer Operator \emph{ohne\/} Seiteneffekt ist die logische Negation,\\
+      in C ausgedrückt durch ein Ausrufezeichen: \lstinline{!}\\
       \lstinline{!a} ist 1, wenn \lstinline{a} den Wert 0 hat; ansonsten ist es 0.\\
       \lstinline{!(a < b)} ist demzufolge dasselbe wie \lstinline{a >= b}.
     \item
-      Der Funktionsaufruf \lstinline{()} (Klammerpaar) ist in C ebenfalls ein un�rer Operator.
-      Er liefert einen Wert zur�ck (R�ckgabewert der Funktion)
+      Der Funktionsaufruf \lstinline{()} (Klammerpaar) ist in C ebenfalls ein unärer Operator.
+      Er liefert einen Wert zurück (Rückgabewert der Funktion)
       und hat einen Seiteneffekt (Aufruf der Funktion).
     \item
-      Die un�ren Operatoren \lstinline{++} und \lstinline{--} haben den Seiteneffekt,
-      da� sie die Variable, vor oder hinter der sie stehen, um 1 erh�hen (\lstinline{++})
+      Die unären Operatoren \lstinline{++} und \lstinline{--} haben den Seiteneffekt,
+      daß sie die Variable, vor oder hinter der sie stehen, um 1 erhöhen (\lstinline{++})
       bzw.\ vermindern (\lstinline{--}).
       Wenn der Operator \emph{vor\/} der Variablen steht (\lstinline{++a}),
-      ist der R�ckgabewert der um 1 erh�hte/verminderte Wert der Variablen.
+      ist der Rückgabewert der um 1 erhöhte/verminderte Wert der Variablen.
       Wenn er hingegen \emph{hinter\/} der Variablen steht (\lstinline{a++}),
-      ist der R�ckgabewert der urspr�ngliche Wert der Variablen;
-      das Erh�hen/Vermindern findet in diesem Fall erst danach statt.
+      ist der Rückgabewert der ursprüngliche Wert der Variablen;
+      das Erhöhen/Vermindern findet in diesem Fall erst danach statt.
 
       (Siehe die Beispielprogramme \file{side-effects-1.c} bis \file{side-effects-5.c}.)
       
       \begin{experts}
         Da die Reihenfolge, in der ein Ausdruck ausgewertet wird, nicht immer festliegt,
-        sollte man darauf achten, da� die Seiteneffekte eines Ausdruck dessen Wert nicht beeinflussen.
+        sollte man darauf achten, daß die Seiteneffekte eines Ausdruck dessen Wert nicht beeinflussen.
         (Siehe die Beispielprogramme \file{side-effects-10.c} und \file{side-effects-11.c}.
-        \lstinline[style=cmd]{gcc} warnt in derartigen F�llen.)
+        \lstinline[style=cmd]{gcc} warnt in derartigen Fällen.)
       \end{experts}
 
     \begin{experts}
       \item
-        Ein weiterer bin�rer Operator \emph{ohne\/} Seiteneffekt ist das Komma.
+        Ein weiterer binärer Operator \emph{ohne\/} Seiteneffekt ist das Komma.
         Der Ausdruck \lstinline{a, b} bedeutet:
-        "`Berechne \lstinline{a}, vergi� es wieder, und gib stattdessen \lstinline{b} zur�ck."'
+        "`Berechne \lstinline{a}, vergiß es wieder, und gib stattdessen \lstinline{b} zurück."'
         Dies ist nur dann sinnvoll, wenn der Ausdruck \lstinline{a} einen Seiteneffekt hat.
     \end{experts}
   \end{itemize}
 
-  Die folgenden vier Programmfragmente sind verschiedene Schreibweisen f�r genau denselben Code.
+  Die folgenden vier Programmfragmente sind verschiedene Schreibweisen für genau denselben Code.
   \begin{lstlisting}
     int i;
 
@@ -1345,12 +1344,12 @@
     for (i = 0; i < 10; printf ("%d\n", i++));
   \end{lstlisting}
   Sie bewirken nicht nur dasselbe (Ausgabe der Zahlen von 0 bis 9),
-  sondern stehen tats�chlich f�r \emph{genau dasselbe Programm}.
+  sondern stehen tatsächlich für \emph{genau dasselbe Programm}.
   Sie laufen genau gleich schnell und unterscheiden sich nur hinsichtlich ihrer Lesbarkeit,
-  wobei es vom pers�nlichen Geschmack abh�ngt, welche Variante man jeweils als lesbarer empfindet.
+  wobei es vom persönlichen Geschmack abhängt, welche Variante man jeweils als lesbarer empfindet.
   \begin{center}
     \bf
-    Schreiben Sie Ihre Programme stets so lesbar wie m�glich.\\
+    Schreiben Sie Ihre Programme stets so lesbar wie möglich.\\
     Platzsparende Schreibweise macht ein Programm nicht schneller.
   \end{center}
 
@@ -1358,18 +1357,18 @@
 
   Bei den bisher vorgestellten Verzweigungen und Schleifen
   ist die Reihenfolge, in der die Befehle abgearbeitet werden, klar erkennbar.
-  Dar�berhinaus kennt C auch Anweisungen,
+  Darüberhinaus kennt C auch Anweisungen,
   die einen Sprung des Programms bewirken, der diese Struktur durchbricht:
   \begin{itemize}
     \item
       Mit der \lstinline{break}-Anweisung kann das Programm
-      die n�chst"-�u�ere \lstinline{while}- oder \lstinline{for}-Schleife
+      die nächst"-äußere \lstinline{while}- oder \lstinline{for}-Schleife
       unmittelbar verlassen.
 
-      Das folgende Beispielprogramm z�hlt von 0 bis 9,
+      Das folgende Beispielprogramm zählt von 0 bis 9,
       indem es eine Endlosschleife beim Erreichen von 10
       mittels \lstinline{break} unterbricht.
-      Der Schleifenz�her \lstinline{i} wird innerhalb des \lstinline{printf()}
+      Der Schleifenzäher \lstinline{i} wird innerhalb des \lstinline{printf()}
       "`nebenbei"' inkrementiert.
       \begin{lstlisting}[gobble=8]
         int i = 0;
@@ -1380,16 +1379,16 @@
             printf ("%d\n", i++);
           }
       \end{lstlisting}
-      Eine �bersichtlichere Schreibweise derselben Schleife lautet:
+      Eine übersichtlichere Schreibweise derselben Schleife lautet:
       \begin{lstlisting}[gobble=8]
         int i;
         for (i = 0; i < 10; i++)
           printf ("%d\n", i++);
       \end{lstlisting}
-      (Der erzeugte Code ist in beiden F�llen genau derselbe.)
+      (Der erzeugte Code ist in beiden Fällen genau derselbe.)
     \item
       Mit der \lstinline{continue}-Anweisung springt ein Programm
-      unmittelbar in den n�chsten Durchlauf der n�chst"-�u�eren Schleife.
+      unmittelbar in den nächsten Durchlauf der nächst"-äußeren Schleife.
     \item
       Mit der \lstinline{return}-Anweisung kann man eine Funktion
       (siehe Abschnitt~\ref{Funktionen}) ohne Umweg direkt verlassen.
@@ -1409,28 +1408,28 @@
   \end{itemize}
 
   Ein Programmquelltext sollte immer so gestaltet werden,
-  da� er den Ablauf des Programms unmittelbar ersichtlich macht.
+  daß er den Ablauf des Programms unmittelbar ersichtlich macht.
   Ein vorzeitiges \lstinline{return} stellt einen "`Hinterausgang"'
   einer Funktion dar und sollte mit Bedacht eingesetzt werden.
 
-  �hnliches gilt in noch st�rkerem Ma�e f�r \lstinline{break} und \lstinline{continue}
-  als "`Hinterausg�nge"' von Schleifen.
-  Diese sind sicherlich bequeme M�glichkeiten, zus�tzliche \lstinline{if}s
-  und zus�tzliche Wahrheitswert-Variable zu vermeiden,
+  Ähnliches gilt in noch stärkerem Maße für \lstinline{break} und \lstinline{continue}
+  als "`Hinterausgänge"' von Schleifen.
+  Diese sind sicherlich bequeme Möglichkeiten, zusätzliche \lstinline{if}s
+  und zusätzliche Wahrheitswert-Variable zu vermeiden,
   verschleiern aber langfristig den Ablauf der Befehle.
 
-  In besonderem Ma�e gilt dies f�r die \lstinline{goto}-Anweisung.
+  In besonderem Maße gilt dies für die \lstinline{goto}-Anweisung.
   Hier ist nicht erkennbar, ob der Sprung nach oben geht (Schleife) oder nach unten (Verzweigung).
-  Verschachtelungen von Bl�cken und \lstinline{goto}-Spr�ngen
-  bereiten dem Compiler zus�tzliche Arbeit und stehen somit der Optimierung entgegen.
-  (Es stimmt insbesondere nicht, da� Konstruktionen mit \lstinline{goto}
-  schneller abgearbeitet w�rden als Konstruktionen mit \lstinline{if} und \lstinline{while}.)
+  Verschachtelungen von Blöcken und \lstinline{goto}-Sprüngen
+  bereiten dem Compiler zusätzliche Arbeit und stehen somit der Optimierung entgegen.
+  (Es stimmt insbesondere nicht, daß Konstruktionen mit \lstinline{goto}
+  schneller abgearbeitet würden als Konstruktionen mit \lstinline{if} und \lstinline{while}.)
   Es ist daher besser, \lstinline{goto} nicht zu verwenden
   und stattdessen den Programmablauf mit Hilfe von Verzweigungen und Schleifen
   zu strukturieren.
   (Siehe auch: \url{http://xkcd.org/292/})
 
-  Zusammengefa�t:
+  Zusammengefaßt:
   \begin{center}
     \bf
     Verwenden Sie vorzeitiges \lstinline{return} mit Bedacht.
@@ -1467,33 +1466,33 @@
     }
   \end{lstlisting}
   (Das Wort "`foo"' ist eine sog.\ \newterm{metasyntaktische Variable} --
-  ein Wort, das absichtlich nichts bedeutet und f�r einen beliebig austauschbaren Namen steht.)
+  ein Wort, das absichtlich nichts bedeutet und für einen beliebig austauschbaren Namen steht.)
 
   Mit dem Funktionsaufruf \lstinline{foo (3, 7)} stellt das Hauptprogramm der Funktion \lstinline{foo()}
-  die Parameterwerte 3 f�r \lstinline{a} und 7 f�r \lstinline{b} zur Verf�gung.
+  die Parameterwerte 3 für \lstinline{a} und 7 für \lstinline{b} zur Verfügung.
 
-  Der R�ckgabewert der Funktion \lstinline{foo()} ist vom Typ \lstinline{void}.
-  Im Gegensatz zu Datentypen wie z.\,B.\ \lstinline{int}, das f�r ganze Zahlen steht,
-  steht \lstinline{void} f�r "`nichts"'.
+  Der Rückgabewert der Funktion \lstinline{foo()} ist vom Typ \lstinline{void}.
+  Im Gegensatz zu Datentypen wie z.\,B.\ \lstinline{int}, das für ganze Zahlen steht,
+  steht \lstinline{void} für "`nichts"'.
 
-  Von Ausdr�cken zur�ckgegebene \lstinline{void}-Werte \emph{m�ssen\/} ignoriert werden.
-  (Von Ausdr�cken zur�ckgegebene Werte anderer Typen \emph{d�rfen\/} ignoriert werden.)
+  Von Ausdrücken zurückgegebene \lstinline{void}-Werte \emph{müssen\/} ignoriert werden.
+  (Von Ausdrücken zurückgegebene Werte anderer Typen \emph{dürfen\/} ignoriert werden.)
   
   \breath
 
   Das Hauptprogramm ist in C eine ganz normale Funktion.
-  Dadurch, da� sie den Namen \lstinline{main} hat,
-  wei� das Betriebssystem, da� es sie bei Programmbeginn aufrufen soll.
+  Dadurch, daß sie den Namen \lstinline{main} hat,
+  weiß das Betriebssystem, daß es sie bei Programmbeginn aufrufen soll.
   \lstinline{main()} kann dann seinerseits weitere Funktionen aufrufen.
 
-  �ber seinen R�ckgabewert (vom Typ \lstinline{int}) teilt \lstinline{main()} dem Betriebssystem mit,
+  Über seinen Rückgabewert (vom Typ \lstinline{int}) teilt \lstinline{main()} dem Betriebssystem mit,
   ob das Programm erfolgreich beendet werden konnte.
-  Der R�ckgabewert 0 steht f�r "`Erfolg"'; andere Werte stehen f�r verschiedenartige Fehler.
+  Der Rückgabewert 0 steht für "`Erfolg"'; andere Werte stehen für verschiedenartige Fehler.
   
   \breath
 
   Je nachdem, wo und wie Variable deklariert werden,
-  sind sie von verschiedenen Stellen im Programm aus zug�nglich
+  sind sie von verschiedenen Stellen im Programm aus zugänglich
   und/oder verhalten sich unterschiedlich.
 
   Beispielprogramm: \file{functions-2.c}
@@ -1533,24 +1532,24 @@
     foo(): a = 6, b = 7
     main(): a = 12, b = 13
   \end{lstlisting}
-  Erkl�rung:
+  Erklärung:
   \begin{itemize}
     \item
       Der erste Aufruf der Funktion \lstinline{printf()} in Zeile 17 des Programms
       gibt die Werte der in Zeile 3 deklarierten Variablen aus.
-      Diese lauten 0 f�r \lstinline{a} und 3 f�r \lstinline{b}.
+      Diese lauten 0 für \lstinline{a} und 3 für \lstinline{b}.
 
       Weil es sich um sog.\ \newterm{globale Variable\/} handelt
-      (Die Deklaration steht au�erhalb jeder Funktion.),
+      (Die Deklaration steht außerhalb jeder Funktion.),
       werden diese Variablen \emph{bei Programmbeginn\/} initialisiert.
-      F�r \lstinline{b} steht der Wert 3 f�r die Initialisierung innerhalb der Deklaration;
-      f�r \lstinline{a} gilt der implizite Wert 0.
+      Für \lstinline{b} steht der Wert 3 für die Initialisierung innerhalb der Deklaration;
+      für \lstinline{a} gilt der implizite Wert 0.
     \item
-      Der zweite Aufruf von \lstinline{printf()} erfolgt indirekt �ber die Funktion \lstinline{foo()},
+      Der zweite Aufruf von \lstinline{printf()} erfolgt indirekt über die Funktion \lstinline{foo()},
       die ihrerseits vom Hauptprogramm aus aufgerufen wurde (Zeile 18).
 
-      Oberhalb des \lstinline{printf()} (Zeile 10) befinden sich neue Deklarationen f�r Variable,
-      die ebenfalls \lstinline{a} (Zeile 8) und \lstinline{b} hei�en (Zeile 9).
+      Oberhalb des \lstinline{printf()} (Zeile 10) befinden sich neue Deklarationen für Variable,
+      die ebenfalls \lstinline{a} (Zeile 8) und \lstinline{b} heißen (Zeile 9).
       Diese sog.\ \newterm{lokalen Variablen\/} werden auf neue Werte initialisiert,
       die korrekt ausgegeben werden.
 
@@ -1562,24 +1561,24 @@
 
       \lstinline{a} hat immer noch den Wert 0,
       weil durch das \lstinline{a++} in Zeile 11 eine andere Variable inkrementiert wurde,
-      die ebenfalls \lstinline{a} hei�t, n�mlich die lokale Variable, die in Zeile 8 deklariert wurde.
+      die ebenfalls \lstinline{a} heißt, nämlich die lokale Variable, die in Zeile 8 deklariert wurde.
 
-      Dasselbe gilt f�r \lstinline{b} hinsichtlich der Zeile 12.
+      Dasselbe gilt für \lstinline{b} hinsichtlich der Zeile 12.
       In Zeile 7 jedoch greift die Funktion \lstinline{foo()}
       auf die in Zeile 3 deklarierte globale Variable \lstinline{b} zu,
-      die dadurch den Wert 4 (statt vorher: 3) erh�lt.
+      die dadurch den Wert 4 (statt vorher: 3) erhält.
     \item
       In Zeile 20 weist das Hauptprogramm beiden in Zeile 3 deklarierten Variablen den Wert 12 zu.
 
       Genauer: Es weist der Variablen \lstinline{a} den Wert \lstinline{b = 12} zu.
       Bei \lstinline{b = 12} handelt es sich um einen Ausdruck mit Seiteneffekt,
-      n�mlich die Zuweisung des Wertes 12 an die Variable \lstinline{b}.
+      nämlich die Zuweisung des Wertes 12 an die Variable \lstinline{b}.
       Der Wert des Zuweisungsausdrucks ist ebenfalls 12.
     \item
       Der vierte Aufruf von \lstinline{printf()} erfolgt wieder direkt durch das Hauptprogramm (Zeile 21)
-      und gibt erwartungsgem�� zweimal den Wert 12 aus.
+      und gibt erwartungsgemäß zweimal den Wert 12 aus.
     \item
-      Der f�nfte Aufruf von \lstinline{printf()} erfolgt wieder indirekt �ber die Funktion \lstinline{foo()},
+      Der fünfte Aufruf von \lstinline{printf()} erfolgt wieder indirekt über die Funktion \lstinline{foo()},
       die ihrerseits vom Hauptprogramm aus aufgerufen wurde (Zeile 22).
 
       Die Funktion \lstinline{foo()} gibt wiederum die Werte
@@ -1592,45 +1591,45 @@
 
       Die Variable \lstinline{a} (Zeile 8) ist hingegen als \newterm{statisch\/}
       (engl.\ \lstinline{static}) deklariert.
-      Sie beh�lt ihren Wert zwischen zwei Aufrufen von \lstinline{foo()},
+      Sie behält ihren Wert zwischen zwei Aufrufen von \lstinline{foo()},
       wird nur zu Programmbeginn initialisiert
-      und ist von au�erhalb der Funktion nicht ver�nderbar.
+      und ist von außerhalb der Funktion nicht veränderbar.
 
       \begin{experts}
         Ausnahme: Wenn einer anderen Funktion die Adresse der \lstinline{static}-Variablen bekannt ist,
-        kann diese die Variable �ber einen Zeiger ver�ndern.
+        kann diese die Variable über einen Zeiger verändern.
         Siehe Abschnitt~\ref{Zeiger} sowie das Beispielprogramm \file{variable-22.c}.
       \end{experts}
 
-      Da der Anfangswert 5 der Variablen \lstinline{a} bereits einmal erh�ht wurde (Zeile 11),
+      Da der Anfangswert 5 der Variablen \lstinline{a} bereits einmal erhöht wurde (Zeile 11),
       wird der Wert 6 ausgegeben.
       (Die Zuweisung des Wertes 12 im Hauptprogramm bezog sich auf ein anderes \lstinline{a},
-      n�mlich das in Zeile 3 deklarierte.)
+      nämlich das in Zeile 3 deklarierte.)
     \item
       Der letzte Aufruf von \lstinline{printf()} erfolgt wieder direkt durch das Hauptprogramm (Zeile 23).
 
       \lstinline{a} hat immer noch den Wert 12,
       weil durch das \lstinline{a++} in Zeile 11 eine andere Variable inkrementiert wurde,
-      die ebenfalls \lstinline{a} hei�t, n�mlich die, die in Zeile 8 deklariert wurde.
+      die ebenfalls \lstinline{a} heißt, nämlich die, die in Zeile 8 deklariert wurde.
 
-      Dasselbe gilt f�r \lstinline{b} hinsichtlich der Zeile 12.
+      Dasselbe gilt für \lstinline{b} hinsichtlich der Zeile 12.
       In Zeile 7 jedoch greift die Funktion \lstinline{foo()}
       auf die in Zeile 3 deklarierte Variable \lstinline{b} zu,
-      die dadurch den Wert 13 (statt vorher: 12) erh�lt.
+      die dadurch den Wert 13 (statt vorher: 12) erhält.
   \end{itemize}
 
   \subsection{Zeiger\label{Zeiger}}
 
-  In C k�nnen an Funktionen grunds�tzlich nur Werte �bergeben werden.
-  Vom Funktionsr�ckgabewert abgesehen, hat eine C-Funktion keine M�glichkeit,
-  dem Aufrufer Werte zur�ckzugeben (siehe Beispielprogramm \file{pointers-0.c}).
+  In C können an Funktionen grundsätzlich nur Werte übergeben werden.
+  Vom Funktionsrückgabewert abgesehen, hat eine C-Funktion keine Möglichkeit,
+  dem Aufrufer Werte zurückzugeben (siehe Beispielprogramm \file{pointers-0.c}).
 
-  Es ist dennoch m�glich, eine C-Funktion aufzurufen,
+  Es ist dennoch möglich, eine C-Funktion aufzurufen,
   um eine Variable (oder mehrere) auf einen Wert zu setzen.
-  Hierf�r �bergibt man der Funktion die \newterm{Speicheradresse\/} der Variablen als Wert.
+  Hierfür übergibt man der Funktion die \newterm{Speicheradresse\/} der Variablen als Wert.
   Der Wert ist ein \newterm{Zeiger\/} auf die Variable.
 
-  Wenn einem Zeiger der un�re Operator \lstinline{*} vorangestellt wird,
+  Wenn einem Zeiger der unäre Operator \lstinline{*} vorangestellt wird,
   ist der resultierende Ausdruck diejenige Variable, auf die der Zeiger zeigt.
   In Deklarationen wird dasselbe Symbol dem Namen vorangestellt,
   um anstelle einer Variablen des genannten Typs
@@ -1638,7 +1637,7 @@
   (Das \lstinline{*}-Symbol wirkt jeweils nur auf den unmittelbar folgenden Bezeichner --
   siehe die Beispielprogramme \file{test-1.c} und \file{test-2.c}.)
 
-  Umgekehrt wird der un�re Operator \lstinline{&} einer Variablen vorangestellt,
+  Umgekehrt wird der unäre Operator \lstinline{&} einer Variablen vorangestellt,
   um einen Ausdruck vom Typ "`Zeiger auf Variable dieses Typs"'
   mit dem Wert "`Speicheradresse dieser Variablen"' zu erhalten.
 
@@ -1660,35 +1659,35 @@
       return 0;
     }
   \end{lstlisting}
-  Die Funktion \lstinline{calc_answer()} l��t sich vom Hauptprogramm einen Zeiger \lstinline{a}
-  auf die lokale Variable \lstinline{answer} des Hauptprogramms �bergeben.
+  Die Funktion \lstinline{calc_answer()} läßt sich vom Hauptprogramm einen Zeiger \lstinline{a}
+  auf die lokale Variable \lstinline{answer} des Hauptprogramms übergeben.
   (Aus Sicht des Hauptprogramms ist dieser Zeiger die Adresse \lstinline{&answer}
   der lokalen Variablen \lstinline{answer}.)
   Sie schreibt einen Wert in die Variable \lstinline{*a}, auf die der Zeiger \lstinline{a} zeigt.
-  Das Hauptprogramm kann diesen Wert anschlie�end seiner Variablen \lstinline{answer} entnehmen
+  Das Hauptprogramm kann diesen Wert anschließend seiner Variablen \lstinline{answer} entnehmen
   und mit \lstinline{printf()} ausgeben.
 
-  Vergi�t man beim Aufruf den Adre�operator \lstinline{&},
-  �bergibt man den aktuellen Wert der Variablen (hier: eine Zahl)
-  anstelle eines Zeigers (und erh�lt eine Warnung durch den Compiler).
+  Vergißt man beim Aufruf den Adreßoperator \lstinline{&},
+  übergibt man den aktuellen Wert der Variablen (hier: eine Zahl)
+  anstelle eines Zeigers (und erhält eine Warnung durch den Compiler).
   Dieser Wert wird als eine Speicheradresse interpretiert.
-  Diese befindet sich in der Regel au�erhalb des Bereichs,
+  Diese befindet sich in der Regel außerhalb des Bereichs,
   den das Betriebssystem dem Programm zugewiesen hat.
   Ein Versuch der Funktion, auf diese Speicheradresse zuzugreifen,
-  f�hrt dann zum Absturz des Programms
+  führt dann zum Absturz des Programms
   (Speicherschutzverletzung -- siehe Beispielprogramm \file{pointers-2.c}).
 
   \subsection{Arrays und Strings\label{Strings}}
 
   \subsubsection{Arrays}
 
-  In C ist es m�glich, mit einem Zeiger Arithmetik zu betreiben,
-  so da� er nicht mehr auf die urspr�ngliche Variable zeigt,
+  In C ist es möglich, mit einem Zeiger Arithmetik zu betreiben,
+  so daß er nicht mehr auf die ursprüngliche Variable zeigt,
   sondern auf ihren Nachbarn im Speicher.
 
   Solche Nachbarn gibt es dann,
   wenn mehrere Variable gleichen Typs gemeinsam angelegt werden.
-  Eine derartige Ansammlung von Variablen gleichen Typs hei�t \newterm{Array\/} (Feldvariable, Vektor).
+  Eine derartige Ansammlung von Variablen gleichen Typs heißt \newterm{Array\/} (Feldvariable, Vektor).
 
   Beispielprogramm: \file{arrays-4.c}
   \begin{lstlisting}
@@ -1704,7 +1703,7 @@
     }
   \end{lstlisting}
 
-  Die initialisierte Variable \lstinline{prime} ist ein Array von f�nf ganzen Zahlen.
+  Die initialisierte Variable \lstinline{prime} ist ein Array von fünf ganzen Zahlen.
   Der Bezeichner \lstinline{prime} des Arrays wird als Zeiger auf eine \lstinline{int}-Variable verwendet.
   In diesem Sinne sind Arrays und Zeiger in C dasselbe.
 
@@ -1712,15 +1711,15 @@
   Durch Dereferenzieren \lstinline{*(p + i)} erhalten wir
   den \lstinline{i}-ten Nachbarn von \lstinline{*p} selbst.
 
-  Da diese Kombination -- Zeigerarithmetik mit anschlie�endem Dereferenzieren --
-  sehr h�ufig auftritt, stellt C f�r die Konstruktion \lstinline{*(p + i)}
-  die Abk�rzung \lstinline{p[i]} zur Verf�gung
+  Da diese Kombination -- Zeigerarithmetik mit anschließendem Dereferenzieren --
+  sehr häufig auftritt, stellt C für die Konstruktion \lstinline{*(p + i)}
+  die Abkürzung \lstinline{p[i]} zur Verfügung
   (siehe Beispielprogramm \file{arrays-5.c}).
 
   Die von anderen Sprachen her bekannte Schreibweise \lstinline{p[i]}
-  f�r das \lstinline{i}-te Element eines Arrays \lstinline{p}
-  ist also in C lediglich eine Abk�rzung f�r \lstinline{*(p + i)},
-  wobei man \lstinline{p} gleicherma�en als Array wie als Zeiger auffassen kann.
+  für das \lstinline{i}-te Element eines Arrays \lstinline{p}
+  ist also in C lediglich eine Abkürzung für \lstinline{*(p + i)},
+  wobei man \lstinline{p} gleichermaßen als Array wie als Zeiger auffassen kann.
   
   Wenn wir uns dieser Schreibweise bedienen
   und anstelle des Zeigers \lstinline{p}, der durchgehend den Wert \lstinline{prime} hat,
@@ -1740,41 +1739,41 @@
     }
   \end{lstlisting}
 
-  Achtung: C pr�ft \emph{nicht}, ob der Array-Index
-  innerhalb des zul�ssigen Bereichs liegt,
+  Achtung: C prüft \emph{nicht}, ob der Array-Index
+  innerhalb des zulässigen Bereichs liegt,
   ob also der durch Addition des Index auf die Array-Adresse erhaltene Zeiger
   noch auf eine Adresse innerhalb des Arrays zeigt.
 
-  �bergelaufene Indizes f�hren nicht immer sofort zum Absturz des Programms,
-  sondern k�nnen z.\,B.\ andere Variablen des Programms �berschreiben
+  Übergelaufene Indizes führen nicht immer sofort zum Absturz des Programms,
+  sondern können z.\,B.\ andere Variablen des Programms überschreiben
   (siehe Beispielprogramm \file{arrays-13.c}).
-  Da derartige Fehler �u�erst schwer zu entdecken sind,
+  Da derartige Fehler äußerst schwer zu entdecken sind,
   lohnt es sich, Array-Indices vor ihrer Verwendung
-  mit Hilfe von \lstinline{if}-Anweisungen "`von Hand"' zu pr�fen.
+  mit Hilfe von \lstinline{if}-Anweisungen "`von Hand"' zu prüfen.
 
   \subsubsection{Strings}
 
   Ein wichtiger Spezialfall ist ein Array, dessen Komponenten den Datentyp \lstinline{char} haben.
   In C ist \lstinline{char} wie \lstinline{int} eine ganze Zahl;
-  der einzige Unterschied besteht darin, da� der Wertebereich von \lstinline{char} daran angepa�t ist,
+  der einzige Unterschied besteht darin, daß der Wertebereich von \lstinline{char} daran angepaßt ist,
   ein Zeichen (Buchstabe, Ziffer, Satz- oder Sonderzeichen, engl.\ character) aufzunehmen.
-  Ein typischer Wertebereich f�r den Datentyp \lstinline{char} ist von $-$128 bis 127.
+  Ein typischer Wertebereich für den Datentyp \lstinline{char} ist von $-$128 bis 127.
 
-  Ein Initialisierer f�r ein Array von \lstinline{char}-Variablen kann direkt als Folge von Zeichen
-  (Zeichenkette, engl.\ \newterm{String\/}) mit doppelten Anf�hrungszeichen geschrieben werden.
+  Ein Initialisierer für ein Array von \lstinline{char}-Variablen kann direkt als Folge von Zeichen
+  (Zeichenkette, engl.\ \newterm{String\/}) mit doppelten Anführungszeichen geschrieben werden.
   Jedes Zeichen initialisiert eine ganzzahlige Variable mit seinem ASCII-Wert.
   An das Ende eines in dieser Weise notierten Array-Initialisierers
-  f�gt der Compiler implizit einen Ganzzahl-Initialisierer f�r den Zahlenwert 0 an.
+  fügt der Compiler implizit einen Ganzzahl-Initialisierer für den Zahlenwert 0 an.
   Der Array-Initialisierer \lstinline{"Hello"} ist also gleichbedeutend mit
   \lstinline|{ 72, 101, 108, 108, 111, 0 }|.
-  (Die 72 steht f�r ein gro�es H, die 111 f�r ein kleines o. Man beachte die abschlie�ende 0 am Ende!)
+  (Die 72 steht für ein großes H, die 111 für ein kleines o. Man beachte die abschließende 0 am Ende!)
 
   Ein String in C ist also ein Array von \lstinline{char}s,
   also ein Zeiger auf \lstinline{char}s,
-  also ein Zeiger auf ganze Zahlen, deren Wertebereich daran angepa�t ist, Zeichen aufzunehmen.
+  also ein Zeiger auf ganze Zahlen, deren Wertebereich daran angepaßt ist, Zeichen aufzunehmen.
 
-  Wenn bei der Deklaration eines Arrays die L�nge aus dem Initialisierer hervorgeht,
-  braucht diese nicht ausdr�cklich angegeben zu werden.
+  Wenn bei der Deklaration eines Arrays die Länge aus dem Initialisierer hervorgeht,
+  braucht diese nicht ausdrücklich angegeben zu werden.
   In diesem Fall folgt auf den Bezeichner nur das Paar eckiger Klammern und der Initialisierer.
 
   Das Beispielprogramm \file{strings-1.c} zeigt,
@@ -1792,9 +1791,9 @@
     }
   \end{lstlisting}
 
-  Durch die Formatangabe \lstinline{%d} wird jedes Zeichen -- korrekterma�en -- als Dezimalzahl ausgegeben.
-  Wenn wir stattdessen die Formatangabe \lstinline{%c} verwenden (f�r \emph{character\/}),
-  wird f�r jedes Zeichen -- ebenso korrekterma�en -- sein Zeichenwert (Buchstabe, Ziffer, \dots) ausgegeben
+  Durch die Formatangabe \lstinline{%d} wird jedes Zeichen -- korrektermaßen -- als Dezimalzahl ausgegeben.
+  Wenn wir stattdessen die Formatangabe \lstinline{%c} verwenden (für \emph{character\/}),
+  wird für jedes Zeichen -- ebenso korrektermaßen -- sein Zeichenwert (Buchstabe, Ziffer, \dots) ausgegeben
   (Datei: \file{strings-2.c}):
   \begin{lstlisting}
     #include <stdio.h>
@@ -1810,8 +1809,8 @@
   \end{lstlisting}
 
   Durch Verwendung von Pointer-Arithmetik
-  und Weglassen der �berfl�ssigen Abfrage \lstinline{!= 0}
-  erhalten wir das �quivalente Beispielprogramm \file{strings-3.c}:
+  und Weglassen der überflüssigen Abfrage \lstinline{!= 0}
+  erhalten wir das äquivalente Beispielprogramm \file{strings-3.c}:
   \begin{lstlisting}
     #include <stdio.h>
 
@@ -1824,13 +1823,13 @@
       return 0;
     }
   \end{lstlisting}
-  Dieses ist die in C �bliche Art, eine Schleife zu schreiben,
+  Dieses ist die in C übliche Art, eine Schleife zu schreiben,
   die nacheinander alle Zeichen in einem String bearbeitet.
 
   \breath
 
   Eine weitere Formatangabe \lstinline{%s} dient in \lstinline{printf()} dazu,
-  direkt einen kompletten String bis ausschlie�lich der abschlie�enden 0 auszugeben.
+  direkt einen kompletten String bis ausschließlich der abschließenden 0 auszugeben.
 
   Beispielprogramm: \file{strings-4.c}
   \begin{lstlisting}
@@ -1846,9 +1845,9 @@
 
   Anstatt als Array, das dann einem Zeiger zugewiesen wird,
   deklarieren wir die Variable \lstinline{hello_world} direkt als Zeiger.
-  Dies ist die in C �bliche Art, mit String-Konstanten umzugehen.
+  Dies ist die in C übliche Art, mit String-Konstanten umzugehen.
 
-  Allein die Formatspezifikation entscheidet dar�ber,
+  Allein die Formatspezifikation entscheidet darüber,
   wie die Parameter von \lstinline{printf()} bei der Ausgabe dargestellt werden:
   \begin{quote}
     \begin{tabular}{cl}
@@ -1871,7 +1870,7 @@
   \end{lstlisting}
   geschrieben.
   
-  Tats�chlich kann das Hauptprogramm vom Betriebssystem Parameter entgegennehmen
+  Tatsächlich kann das Hauptprogramm vom Betriebssystem Parameter entgegennehmen
   (Datei: \file{params-1.c}):
   \begin{lstlisting}
     #include <stdio.h>
@@ -1884,36 +1883,36 @@
       return 0;
     }
   \end{lstlisting}
-  Bei der ganzen Zahl \lstinline{int argc} handelt es sich um die Anzahl der �bergebenen Parameter.
+  Bei der ganzen Zahl \lstinline{int argc} handelt es sich um die Anzahl der übergebenen Parameter.
 
   \lstinline{char **argv} ist ein Zeiger auf einen Zeiger,
   also ein Array von Arrays von \lstinline{char}s,
   also ein Array von Strings.
   Wenn wir es mit einem Index \lstinline{i} versehen,
   greifen wir auf auf den \lstinline{i}-ten Parameter zu.
-  Der Index \lstinline{i} l�uft, wie in C �blich, von \lstinline{0} bis \lstinline{argc - 1}.
-  Das o.\,a.\ Beispielprogramm gibt alle �bergebenen Parameter auf dem Standardausgabeger�t aus:
+  Der Index \lstinline{i} läuft, wie in C üblich, von \lstinline{0} bis \lstinline{argc - 1}.
+  Das o.\,a.\ Beispielprogramm gibt alle übergebenen Parameter auf dem Standardausgabegerät aus:
   \begin{lstlisting}[style=terminal]
-    $ �gcc -std=c99 -Wall -O params-1.c -o params-1�
-    $ �./params-1 foo bar baz�
+    $ ¡gcc -std=c99 -Wall -O params-1.c -o params-1¿
+    $ ¡./params-1 foo bar baz¿
     argc = 4
     argv[0] = "./params-1"
     argv[1] = "foo"
     argv[2] = "bar"
     argv[3] = "baz"
   \end{lstlisting}
-  Genaugenommen �bergibt das Betriebssystem dem Programm die gesamte Kommandozeile:
-  Der nullte Parameter ist der Aufruf der ausf�hrbaren Datei selbst
+  Genaugenommen übergibt das Betriebssystem dem Programm die gesamte Kommandozeile:
+  Der nullte Parameter ist der Aufruf der ausführbaren Datei selbst
   -- in genau der Weise, in der er eingegeben wurde.
 
   Neben \lstinline{argc} gibt es noch einen weiteren Mechanismus,
-  mit dem das Betriebssystem dem Programm die Anzahl der �bergebenen Parameter mitteilt:
-  Als Markierung f�r das Ende der Liste wird ein zus�tzlicher Zeiger �bergeben, der auf "`nichts"' zeigt,
+  mit dem das Betriebssystem dem Programm die Anzahl der übergebenen Parameter mitteilt:
+  Als Markierung für das Ende der Liste wird ein zusätzlicher Zeiger übergeben, der auf "`nichts"' zeigt,
   dargestellt durch die Speicheradresse mit dem Zahlenwert 0,
   in C mit \lstinline{NULL} bezeichnet.
 
   Um die Parameter des Programms in einer Schleife durchzugehen,
-  k�nnen wir also entweder von \lstinline{0} bis \lstinline{argc - 1} z�hlen
+  können wir also entweder von \lstinline{0} bis \lstinline{argc - 1} zählen
   (Schleifenbedingung \lstinline{i < argc})
   oder die Schleife mit dem Erreichen der Endmarkierung abbrechen
   (Schleifenbedingung \lstinline{argv[i] != NULL}).
@@ -1928,9 +1927,9 @@
       return 0;
     }
   \end{lstlisting}
-  Auch f�r Zeiger gilt: \lstinline{NULL} entspricht dem Wahrheitswert "`falsch"';
+  Auch für Zeiger gilt: \lstinline{NULL} entspricht dem Wahrheitswert "`falsch"';
   alles andere dem Wahrheitswert "`wahr"'.
-  Wir d�rfen die Schleifenbedingung also wie folgt abk�rzen (Datei: params-2.c):
+  Wir dürfen die Schleifenbedingung also wie folgt abkürzen (Datei: params-2.c):
   \begin{lstlisting}
     #include <stdio.h>
 
@@ -1949,7 +1948,7 @@
   mehrere Variable zu einer Einheit zusammenzufassen.
 
   Das folgende Beispielprogramm \file{structs-1.c}
-  fa�t drei Variable \lstinline{day}, \lstinline{month} und \lstinline{year}
+  faßt drei Variable \lstinline{day}, \lstinline{month} und \lstinline{year}
   zu einem einzigen -- neuen -- Datentyp \lstinline{date} zusammen:
   \begin{lstlisting}
     #include <stdio.h>
@@ -1977,12 +1976,12 @@
     \put(5.65,1.1){\makebox(0,0)[l]{Zugriff auf die Komponente day
                                     der strukturierten Variablen today}}
   \end{picture}%
-  (Zur Erinnerung: Der Datentyp \lstinline{char} steht f�r Zahlen,
-  die mindestens die Werte von $-$128 bis 127 annehmen k�nnen.
+  (Zur Erinnerung: Der Datentyp \lstinline{char} steht für Zahlen,
+  die mindestens die Werte von $-$128 bis 127 annehmen können.
   C unterscheidet nicht zwischen Zahlen und darstellbaren Zeichen.)
 
   Eine wichtige Anwendung derartiger \newterm{strukturierter Datentypen\/} besteht darin,
-  zusammengeh�rige Daten als Einheit an Funktionen �bergeben zu k�nnen
+  zusammengehörige Daten als Einheit an Funktionen übergeben zu können
   (Beispielprogramm: \file{structs-2.c}):
   \begin{lstlisting}
     #include <stdio.h>
@@ -2011,15 +2010,15 @@
     }
   \end{lstlisting}
   Die Funktion \lstinline{set_date()} hat die Aufgabe,
-  eine \lstinline{date}-Variable mit Werten zu f�llen (sog.\ \newterm{Setter\/}-Funktion).
-  Damit dies funktionieren kann, �bergibt das Hauptprogramm an die Funktion
+  eine \lstinline{date}-Variable mit Werten zu füllen (sog.\ \newterm{Setter\/}-Funktion).
+  Damit dies funktionieren kann, übergibt das Hauptprogramm an die Funktion
   einen Zeiger auf die strukturierte Variable.
-  �ber diesen Zeiger kann die Funktion dann auf alle Komponenten der Struktur zugreifen.
-  (Die Alternative w�re gewesen, f�r jede Komponente einen separaten Zeiger zu �bergeben.)
+  Über diesen Zeiger kann die Funktion dann auf alle Komponenten der Struktur zugreifen.
+  (Die Alternative wäre gewesen, für jede Komponente einen separaten Zeiger zu übergeben.)
 
   Da die Zeigerdereferenzierung \lstinline{*foo}
-  mit anschlie�endem Komponentenzugriff \lstinline{(*foo).bar}
-  eine sehr h�ufige Kombination ist, kennt C hierf�r eine Abk�rzung:
+  mit anschließendem Komponentenzugriff \lstinline{(*foo).bar}
+  eine sehr häufige Kombination ist, kennt C hierfür eine Abkürzung:
   \lstinline{foo->bar}
 
   Beispielprogramm: \file{structs-3.c}
@@ -2055,23 +2054,23 @@
 
   Schreiben Sie eine Funktion \lstinline{inc_date (date *d)}
   die ein gegebenes Datum \lstinline{d}
-  unter Beachtung von Schaltjahren auf den n�chsten Tag setzt.
+  unter Beachtung von Schaltjahren auf den nächsten Tag setzt.
 
   \goodbreak
-  \subsubsection*{L�sung}
+  \subsubsection*{Lösung}
 
-  Wir l�sen die Aufgabe �ber den sog.\ \newterm{Top-Down-Ansatz} ("`vom Allgemeinen zum Konkreten"').
-  Als besonderen Trick approximieren wir unfertige Programmteile zun�chst durch einfachere, fehlerbehaftete.
+  Wir lösen die Aufgabe über den sog.\ \newterm{Top-Down-Ansatz} ("`vom Allgemeinen zum Konkreten"').
+  Als besonderen Trick approximieren wir unfertige Programmteile zunächst durch einfachere, fehlerbehaftete.
   Diese fehlerhaften Programmteile sind in den untenstehenden Beispielen rot markiert.
-  (In der Praxis w�rde man diese Zeilen unmittelbar durch die richtigen ersetzen;
-  die fehlerhaften "`Platzhalter"' sollten also jeweils nur f�r Sekundenbruchteile im Programm stehen.
-  Falls man einmal tats�chlich einen Platzhalter f�r mehrere Sekunden oder l�nger stehen lassen sollte
-  -- z.\,B., weil an mehreren Stellen �nderungen notwendig sind --,
+  (In der Praxis würde man diese Zeilen unmittelbar durch die richtigen ersetzen;
+  die fehlerhaften "`Platzhalter"' sollten also jeweils nur für Sekundenbruchteile im Programm stehen.
+  Falls man einmal tatsächlich einen Platzhalter für mehrere Sekunden oder länger stehen lassen sollte
+  -- z.\,B., weil an mehreren Stellen Änderungen notwendig sind --,
   sollte man ihn durch etwas Uncompilierbares (z.\,B.\ \lstinline{@@@}) markieren,
   damit man auf jeden Fall vermeidet, ein fehlerhaftes Programm auszuliefern.)
 
-  Zun�chst kopieren wir das Beispielprogramm \file{structs-3.c}
-  und erg�nzen den Aufruf der -- noch nicht existierenden -- Funktion \lstinline{inc_date()}
+  Zunächst kopieren wir das Beispielprogramm \file{structs-3.c}
+  und ergänzen den Aufruf der -- noch nicht existierenden -- Funktion \lstinline{inc_date()}
   (Datei: \file{incdate-0.c}):
   \begin{lstlisting}
     #include <stdio.h>
@@ -2094,14 +2093,14 @@
     {
       date today;
       set_date (&today);
-      �inc_date (&today);�
+      ¡inc_date (&today);¿
       printf ("%d.%d.%d\n", today.day, today.month, today.year);
       return 0;
     }
   \end{lstlisting}
 
-  Als n�chstes kopieren wir innerhalb des Programms die Funktion \lstinline{get_date()}
-  als "`Schablone"' f�r \lstinline{inc_date()}:
+  Als nächstes kopieren wir innerhalb des Programms die Funktion \lstinline{get_date()}
+  als "`Schablone"' für \lstinline{inc_date()}:
   \filbreak
   \begin{lstlisting}
     void get_date (date *d)
@@ -2111,30 +2110,30 @@
       d->year = 2012;
     }
 
-    �void inc_date (date *d)
+    ¡void inc_date (date *d)
     {
       d->day = 31;
       d->month = 1;
       d->year = 2012;
-    }�
+    }¿
   \end{lstlisting}
   \filbreak
   Da die Funktion jetzt existiert, ist der Aufruf nicht mehr fehlerhaft.
   Stattdessen haben wir jetzt eine fehlerhafte Funktion \lstinline{inc_date()}.
 
-  Im n�chsten Schritt ersetzen wir die fehlerhafte Funktion
-  durch ein simples Hochz�hlen der \lstinline{day}-Kom\-po\-nen\-te (Datei: \file{incdate-1.c})
+  Im nächsten Schritt ersetzen wir die fehlerhafte Funktion
+  durch ein simples Hochzählen der \lstinline{day}-Kom\-po\-nen\-te (Datei: \file{incdate-1.c})
   \filbreak
   \begin{lstlisting}
     void inc_date (date *d)
     {
-      �d->day += 1;  /* FIXME */�
+      ¡d->day += 1;  /* FIXME */¿
     }
   \end{lstlisting}
   \filbreak
-  Diese naive Vorgehensweise versagt, sobald wir den Tag �ber das Ende des Monats hinausz�hlen.
-  Dies reparieren wir im n�chsten Schritt,
-  wobei wir f�r den Moment inkorrekterweise annehmen, da� alle Monate 30 Tage h�tten
+  Diese naive Vorgehensweise versagt, sobald wir den Tag über das Ende des Monats hinauszählen.
+  Dies reparieren wir im nächsten Schritt,
+  wobei wir für den Moment inkorrekterweise annehmen, daß alle Monate 30 Tage hätten
   und das Jahr beliebig viele Monate.
   (Datei: \file{incdate-2.c}):
   \filbreak
@@ -2142,15 +2141,15 @@
     void inc_date (date *d)
     {
       d->day++;
-      �if (d->day > 31)  /* FIXME */
+      ¡if (d->day > 31)  /* FIXME */
         {
           d->month++;  /* FIXME */
           d->day = 1;
-        }�
+        }¿
     }
   \end{lstlisting}
   \filbreak
-  Zun�chst reparieren wir den Fehler, der am Ende des Jahres entsteht
+  Zunächst reparieren wir den Fehler, der am Ende des Jahres entsteht
   (Datei: \file{incdate-3.c}).
   \filbreak
   \begin{lstlisting}
@@ -2161,17 +2160,17 @@
         {
           d->month++;
           d->day = 1;
-          �if (d->month > 12)
+          ¡if (d->month > 12)
             {
               d->year++;
               d->month = 1;
-            }�
+            }¿
         }
     }
   \end{lstlisting}
   \filbreak
   Das Problem der unterschiedlich langen Monate gehen wir wieder stufenweise an.
-  Zun�chst ersetzen wir die Konstante \lstinline{31}
+  Zunächst ersetzen wir die Konstante \lstinline{31}
   durch eine Variable \lstinline{days_in_month}.
   (Datei: \file{incdate-4.c})
   \filbreak
@@ -2179,8 +2178,8 @@
     void inc_date (date *d)
     {
       d->day++;
-      �int days_in_month = 31;  /* FIXME */
-      if (d->day > days_in_month)�
+      ¡int days_in_month = 31;  /* FIXME */
+      if (d->day > days_in_month)¿
         {
           d->month++;
           d->day = 1;
@@ -2193,18 +2192,18 @@
     }
   \end{lstlisting}
   \filbreak
-  Anschlie�end reparieren wir den fehlerhaften (konstanten) Wert der Variablen,
-  wobei wir zun�chst das Problem der Schaltjahre aussparen (Datei: \file{incdate-5.c}):
+  Anschließend reparieren wir den fehlerhaften (konstanten) Wert der Variablen,
+  wobei wir zunächst das Problem der Schaltjahre aussparen (Datei: \file{incdate-5.c}):
   \filbreak
   \begin{lstlisting}
     void inc_date (date *d)
     {
       d->day++;
       int days_in_month = 31;
-      �if (d->month == 2)
+      ¡if (d->month == 2)
         days_in_month = 28;  /* FIXME */
       else if (d->month == 4 || d->month == 6 || d->month == 9 || d->month == 11)
-        days_in_month = 30;�
+        days_in_month = 30;¿
       if (d->day > days_in_month)
         {
           d->month++;
@@ -2218,7 +2217,7 @@
     }
   \end{lstlisting}
   Auf dieselbe Weise lagern wir das Problem "`Schaltjahr oder nicht?"'
-  in eine Variable aus. Diese ist wieder zun�chst konstant
+  in eine Variable aus. Diese ist wieder zunächst konstant
   (Datei: \file{incdate-6.c}):
   \filbreak
   \begin{lstlisting}
@@ -2228,11 +2227,11 @@
       int days_in_month = 31;
       if (d->month == 2)
         {
-          �int is_leap_year = 1;  /* FIXME */
+          ¡int is_leap_year = 1;  /* FIXME */
           if (is_leap_year)
             days_in_month = 29;
           else
-            days_in_month = 28;�
+            days_in_month = 28;¿
         }
       else if (d->month == 4 || d->month == 6 || d->month == 9 || d->month == 11)
         days_in_month = 30;
@@ -2249,30 +2248,30 @@
     }
   \end{lstlisting}
   \filbreak
-  Als n�chstes erg�nzen wir die Vier-Jahres-Regel f�r Schaltjahre
+  Als nächstes ergänzen wir die Vier-Jahres-Regel für Schaltjahre
   (Datei \file{incdate-7.c}):
   \filbreak
   \begin{lstlisting}
-          �int is_leap_year = 0;
+          ¡int is_leap_year = 0;
           if (d->year % 4 == 0)
-            is_leap_year = 1;  /* FIXME */�
+            is_leap_year = 1;  /* FIXME */¿
           if (is_leap_year)
             days_in_month = 29;
           else
             days_in_month = 28;
   \end{lstlisting}
   \filbreak
-  Das nun vorliegende Programm arbeitet bereits f�r den julianischen Kalender
-  sowie f�r alle Jahre von 1901 bis 2099 korrekt,
-  nicht jedoch f�r z.\,B.\ das Jahr 2100 (Datei: \file{incdate-8.c}).
-  Damit das Programm f�r den aktuell verwendeten gregorianischen Kalender korrekt arbeitet,
-  erg�nzen wir noch die Ausnahme, da� durch 100 teilbare Jahre keine Schaltjahre sind,
-  sowie die Ausnahme von der Ausnahme, da� durch 400 teilbare Jahre
+  Das nun vorliegende Programm arbeitet bereits für den julianischen Kalender
+  sowie für alle Jahre von 1901 bis 2099 korrekt,
+  nicht jedoch für z.\,B.\ das Jahr 2100 (Datei: \file{incdate-8.c}).
+  Damit das Programm für den aktuell verwendeten gregorianischen Kalender korrekt arbeitet,
+  ergänzen wir noch die Ausnahme, daß durch 100 teilbare Jahre keine Schaltjahre sind,
+  sowie die Ausnahme von der Ausnahme, daß durch 400 teilbare Jahre
   (z.\,B.\ das Jahr 2000) eben doch Schaltjahre sind (Datei: \file{incdate-9.c}):
   \begin{lstlisting}
           int is_leap_year = 0;
           if (d->year % 4 == 0)
-            �{
+            ¡{
               is_leap_year = 1;
               if (d->year % 100 == 0)
                 {
@@ -2280,14 +2279,14 @@
                   if (d->year % 400 == 0)
                     is_leap_year = 1;
                 }
-            }�
+            }¿
           if (is_leap_year)
             days_in_month = 29;
           else
             days_in_month = 28;
   \end{lstlisting}
-  Damit ist die Aufgabe gel�st.
-  Der vollst�ndige Quelltext der L�sung (Datei: \file{incdate-9.c}) lautet:
+  Damit ist die Aufgabe gelöst.
+  Der vollständige Quelltext der Lösung (Datei: \file{incdate-9.c}) lautet:
   \begin{lstlisting}
     #include <stdio.h>
 
@@ -2353,68 +2352,68 @@
   Bemerkungen:
   \begin{itemize}
     \item
-      Der Top-Down-Ansatz ist eine bew�hrte Methode,
-      um eine zun�chst komplexe Aufgabe in handhabbare Teilaufgaben zu zerlegen.
-      Dies hilft ungemein, in l�ngeren Programmen (mehrere Zehntausend bis Millionen Zeilen)
-      die �bersicht zu behalten.
+      Der Top-Down-Ansatz ist eine bewährte Methode,
+      um eine zunächst komplexe Aufgabe in handhabbare Teilaufgaben zu zerlegen.
+      Dies hilft ungemein, in längeren Programmen (mehrere Zehntausend bis Millionen Zeilen)
+      die Übersicht zu behalten.
     \item
-      Der Trick mit dem zun�chst fehlerhaften Code hat den Vorteil,
-      da� man jeden Zwischenstand des Programms compilieren und somit austesten kann.
+      Der Trick mit dem zunächst fehlerhaften Code hat den Vorteil,
+      daß man jeden Zwischenstand des Programms compilieren und somit austesten kann.
       Er birgt andererseits die Gefahr in sich,
-      die �bersicht �ber den fehlerhaften Code zu verlieren,
-      so da� es dieser bis in die Endfassung schafft.
-      Neben dem bereits erw�hnten Trick uncompilierbarer Symbole
-      haben sich hier Kommentare wie \lstinline{/* FIXME */} bew�hrt,
+      die Übersicht über den fehlerhaften Code zu verlieren,
+      so daß es dieser bis in die Endfassung schafft.
+      Neben dem bereits erwähnten Trick uncompilierbarer Symbole
+      haben sich hier Kommentare wie \lstinline{/* FIXME */} bewährt,
       auf die man seinen Code vor der Auslieferung der Endfassung
-      noch einmal automatisch durchsuchen l��t.
+      noch einmal automatisch durchsuchen läßt.
 %    \item
 %      Allen an der Berechnung beteiligten Funktionen
-%      wurde hier ein Zeiger \lstinline{d} auf die vollst�ndige \lstinline{date}-Struktur �bergeben.
+%      wurde hier ein Zeiger \lstinline{d} auf die vollständige \lstinline{date}-Struktur übergeben.
 %      Dies ist ein \newterm{objektorientierter Ansatz},
-%      bei dem man die Funktionen als \newterm{Methoden\/} der \newterm{Klasse\/} \lstinline{date} auffa�t.
-%      (Von sich aus unterst�tzt die Sprache C -- im Gegensatz zu z.\,B.\ C++ -- keine Klassen und Methoden,
-%      sondern man mu� diese bei Bedarf in der oben beschrieben Weise selbst basteln.
-%      F�r eine fertige L�sung siehe z.\,B.\ die \file{GObject}-Bibliothek -- \url{http://gtk.org}.)
+%      bei dem man die Funktionen als \newterm{Methoden\/} der \newterm{Klasse\/} \lstinline{date} auffaßt.
+%      (Von sich aus unterstützt die Sprache C -- im Gegensatz zu z.\,B.\ C++ -- keine Klassen und Methoden,
+%      sondern man muß diese bei Bedarf in der oben beschrieben Weise selbst basteln.
+%      Für eine fertige Lösung siehe z.\,B.\ die \file{GObject}-Bibliothek -- \url{http://gtk.org}.)
 %
-%      Alternativ k�nnte man sich mit den zu �bergebenden Parametern auf diejenigen beschr�nken,
-%      die in der Funktion tats�chlich ben�tigt werden,
+%      Alternativ könnte man sich mit den zu übergebenden Parametern auf diejenigen beschränken,
+%      die in der Funktion tatsächlich benötigt werden,
 %      also z.\,B.\ \lstinline{int days_in_month (int month, int year)}
 %      und \lstinline{int is_leap_year (int year)}.
-%      Damit w�ren die Funktionen allgemeiner verwendbar.
+%      Damit wären die Funktionen allgemeiner verwendbar.
 %
-%      Welcher dieser beiden Ans�tze der bessere ist, h�ngt von der Situation
-%      und von pers�nlichen Vorlieben ab.
+%      Welcher dieser beiden Ansätze der bessere ist, hängt von der Situation
+%      und von persönlichen Vorlieben ab.
   \end{itemize}
 
   \section{Bibliotheken}
 
-  \subsection{Der Pr�prozessor\label{Praeprozessor}}
+  \subsection{Der Präprozessor\label{Praeprozessor}}
 
   Der erste Schritt beim Compilieren eines C-Programms ist das
-  Aufl�sen der sogenannten Pr�prozessor-Direktiven und -Macros.
+  Auflösen der sogenannten Präprozessor-Direktiven und -Macros.
   \begin{lstlisting}
     #include <stdio.h>
   \end{lstlisting}
   \vspace{-\medskipamount}
-  bewirkt, da� aus Sicht des Compilers anstelle der Zeile
+  bewirkt, daß aus Sicht des Compilers anstelle der Zeile
   der Inhalt der Datei \file{stdio.h} im C-Quelltext erscheint.
-  Dies ist zun�chst unabh�ngig von Bibliotheken und auch nicht auf die Programmiersprache C beschr�nkt.
+  Dies ist zunächst unabhängig von Bibliotheken und auch nicht auf die Programmiersprache C beschränkt.
 
   Beispiel:
-  Die Datei \file{maerchen.c} enth�lt:
+  Die Datei \file{maerchen.c} enthält:
   \begin{lstlisting}[language={}]
     Vor langer, langer Zeit
     gab es einmal
     #include "hexe.h"
     Die lebte in einem Wald.
   \end{lstlisting}
-  Die Datei \file{hexe.h} enth�lt:
+  Die Datei \file{hexe.h} enthält:
   \begin{lstlisting}[language={}]
     eine kleine Hexe.
   \end{lstlisting}
   Der Aufruf
   \begin{lstlisting}[style=terminal]
-    $ �gcc -E -P maerchen.c�
+    $ ¡gcc -E -P maerchen.c¿
   \end{lstlisting}
   produziert die Ausgabe
   \begin{lstlisting}[style=terminal]
@@ -2424,11 +2423,11 @@
     Die lebte in einem Wald.
   \end{lstlisting}
   Mit der Option \lstinline[style=cmd]{-E} weisen wir \lstinline[style=cmd]{gcc} an,
-  nicht zu compilieren, sondern nur den Pr�prozessor aufzurufen.
-  Die Option \lstinline[style=cmd]{-P} unterdr�ckt Herkunftsangaben,
+  nicht zu compilieren, sondern nur den Präprozessor aufzurufen.
+  Die Option \lstinline[style=cmd]{-P} unterdrückt Herkunftsangaben,
   die normalerweise vom Compiler verwendet werden,
   um Fehlermeldungen den richtigen Zeilen in den richtigen Dateien
-  zuordnen zu k�nnen. Ohne das \lstinline[style=cmd]{-P} lautet die Ausgabe:
+  zuordnen zu können. Ohne das \lstinline[style=cmd]{-P} lautet die Ausgabe:
   \begin{lstlisting}[style=terminal]
     # 1 "maerchen.c"
     # 1 "<built-in>"
@@ -2453,18 +2452,18 @@
       return 0;
     }
   \end{lstlisting}
-  Die Datei \file{stdio.h} ist wesentlich l�nger als \file{hexe.txt} in dem o.\,a.\
+  Die Datei \file{stdio.h} ist wesentlich länger als \file{hexe.txt} in dem o.\,a.\
   Beispiel, und sie ruft weitere Include-Dateien auf,
-  so da� wir insgesamt auf �ber 1000 Zeilen Quelltext kommen.
-  Die spitzen Klammern anstelle der Anf�hrungszeichen bedeuten,
-  da� es sich um eine \newterm{Standard-Include-Datei\/} handelt,
+  so daß wir insgesamt auf über 1000 Zeilen Quelltext kommen.
+  Die spitzen Klammern anstelle der Anführungszeichen bedeuten,
+  daß es sich um eine \newterm{Standard-Include-Datei\/} handelt,
   die nur in den Standard-Include-Verzeichnissen gesucht werden soll,
   nicht jedoch im aktuellen Verzeichnis.
 
   \subsection{Bibliotheken einbinden}
 
-  Tats�chlich ist von den �ber 1000 Zeilen aus \file{stdio.h} nur eine
-  einzige relevant, n�mlich:
+  Tatsächlich ist von den über 1000 Zeilen aus \file{stdio.h} nur eine
+  einzige relevant, nämlich:
   \begin{lstlisting}
     extern int printf (__const char *__restrict __format, ...);
   \end{lstlisting}
@@ -2473,30 +2472,30 @@
   \begin{itemize}
     \item
       Die Parameter \lstinline{__const char *__restrict __format, ...}
-      hei�en etwas ungew�hnlich.
+      heißen etwas ungewöhnlich.
     \item
-      Der Funktionsk�rper \lstinline|{ ... }| fehlt. Stattdessen folgt auf die
+      Der Funktionskörper \lstinline|{ ... }| fehlt. Stattdessen folgt auf die
       Kopfzeile direkt ein Semikolon \lstinline{;}.
     \item
-      Der Deklaration ist das Schl�sselwort \lstinline{extern} vorangestellt.
+      Der Deklaration ist das Schlüsselwort \lstinline{extern} vorangestellt.
   \end{itemize}
-  Dies bedeutet f�r den Compiler:
+  Dies bedeutet für den Compiler:
   "`Es gibt diese Funktion und sie sieht aus, wie beschrieben.
-  Benutze sie einfach, und k�mmere dich nicht darum, wer die Funktion schreibt."'
+  Benutze sie einfach, und kümmere dich nicht darum, wer die Funktion schreibt."'
 
   \begin{experts}
-    Wenn wir tats�chlich nur \lstinline{printf()} ben�tigen,
-    k�nnen wir also die Standard-Datei \file{stdio.h} durch eine eigene ersetzen,
-    die nur die o.\,a.\ Zeile \lstinline{extern int printf (...)} enth�lt.
-    (Dies ist in der Praxis nat�rlich keine gute Idee, weil nur derjenige, der die
+    Wenn wir tatsächlich nur \lstinline{printf()} benötigen,
+    können wir also die Standard-Datei \file{stdio.h} durch eine eigene ersetzen,
+    die nur die o.\,a.\ Zeile \lstinline{extern int printf (...)} enthält.
+    (Dies ist in der Praxis natürlich keine gute Idee, weil nur derjenige, der die
     Funktion \lstinline{printf()} geschrieben hat, den korrekten Aufruf kennt.
     In der Praxis sollten wir immer diejenige Include-Datei benutzen,
-    die gemeinsam mit der tats�chlichen Funktion ausgeliefert wurde.)
+    die gemeinsam mit der tatsächlichen Funktion ausgeliefert wurde.)
   \end{experts}
 
   \breath
 
-  Der Pr�prozessor kann nicht nur \lstinline{#include}-Direktiven aufl�sen.
+  Der Präprozessor kann nicht nur \lstinline{#include}-Direktiven auflösen.
   Mit \lstinline{#define} kann man sog.\ \newterm{Makros\/} definieren,
   die bei Benutzung durch einen Text ersetzt werden.
   Auf diese Weise kann man \newterm{Konstante\/} definieren.
@@ -2514,8 +2513,8 @@
     }
   \end{lstlisting}
 
-  Genau wie bei \lstinline{#include} nimmt der Pr�prozessor auch bei \lstinline{#define}
-  eine rein textuelle Ersetzung vor, ohne sich um den Sinn des Ersetzten zu k�mmern.
+  Genau wie bei \lstinline{#include} nimmt der Präprozessor auch bei \lstinline{#define}
+  eine rein textuelle Ersetzung vor, ohne sich um den Sinn des Ersetzten zu kümmern.
 
   Beispiel: \file{higher-math-2.c}
   \begin{lstlisting}
@@ -2533,7 +2532,7 @@
     }
   \end{lstlisting}
 
-  Dies kann zu Problemen f�hren, sobald Berechnungen ins Spiel kommen.
+  Dies kann zu Problemen führen, sobald Berechnungen ins Spiel kommen.
 
   Beispiel: \file{higher-math-4.c}
   \begin{lstlisting}
@@ -2548,12 +2547,12 @@
     }
   \end{lstlisting}
   Hier z.\,B.\ sieht man mit \lstinline[style=cmd]{gcc -E rechnen.c},
-  da� die Ersetzung des Makros \lstinline{VIER} wie folgt lautet:
+  daß die Ersetzung des Makros \lstinline{VIER} wie folgt lautet:
   \begin{lstlisting}
       printf ("2 + 3 * 4 = %d\n", 2 + 3 * 2 + 2);
   \end{lstlisting}
   Der C-Compiler wendet die Regel "`Punktrechnung geht vor Strichrechnung"' an
-  und erf�hrt �berhaupt nicht, da� das \lstinline{2 + 2} aus einem Makro enstanden ist.
+  und erfährt überhaupt nicht, daß das \lstinline{2 + 2} aus einem Makro enstanden ist.
 
   Um derartige Effekte zu vermeiden, setzt man arithmetische
   Operationen innerhalb von Makros in Klammern.
@@ -2563,20 +2562,20 @@
     #define VIER (2 + 2)
   \end{lstlisting}
 
-  (Es ist in den meisten Situationen �blich, Makros in \lstinline{GROSSBUCHSTABEN} zu benennen,
-  um darauf hinzuweisen, da� es sich eben um einen Makro handelt.)
+  (Es ist in den meisten Situationen üblich, Makros in \lstinline{GROSSBUCHSTABEN} zu benennen,
+  um darauf hinzuweisen, daß es sich eben um einen Makro handelt.)
 
-  Achtung: Hinter Makro-Deklaration kommt �blicherweise \emph{kein\/} Semikolon.
+  Achtung: Hinter Makro-Deklaration kommt üblicherweise \emph{kein\/} Semikolon.
 
   \begin{experts}
-    Wenn man ein Semikolon setzt, geh�rt dies mit zum Ersetzungstext des Makros.
-    Dies ist grunds�tzlich zul�ssig, f�hrt aber zu sehr seltsamen C-Quelltexten
+    Wenn man ein Semikolon setzt, gehört dies mit zum Ersetzungstext des Makros.
+    Dies ist grundsätzlich zulässig, führt aber zu sehr seltsamen C-Quelltexten
     -- siehe z.\,B.\ \file{higher-math-6.c}.
   \end{experts}
 
   \breath
 
-  Das n�chste Beispiel illustriert, wie man Bibliotheken schreibt und verwendet.
+  Das nächste Beispiel illustriert, wie man Bibliotheken schreibt und verwendet.
   
   Es besteht aus drei Quelltexten:
 
@@ -2610,7 +2609,7 @@
 
   Der "`normale"' Aufruf
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall -O philosophy.c -o philosophy�
+    $ ¡gcc -Wall -O philosophy.c -o philosophy¿
   \end{lstlisting}
   liefert die Fehlermeldung:
   \begin{lstlisting}[style=terminal]
@@ -2619,49 +2618,49 @@
     collect2: ld returned 1 exit status
   \end{lstlisting}
   Diese stammt nicht vom Compiler, sondern vom \newterm{Linker}.
-  Das Programm ist syntaktisch korrekt und wird auch korrekt in eine Bin�rdatei umgewandelt
+  Das Programm ist syntaktisch korrekt und wird auch korrekt in eine Binärdatei umgewandelt
   (hier: \file{/tmp/ccr4Njg7.o}).
-  Erst beim Zusammenbau ("`Linken"') der ausf�hrbaren Datei (\file{philosophy})
+  Erst beim Zusammenbau ("`Linken"') der ausführbaren Datei (\file{philosophy})
   tritt ein Fehler auf.
 
-  Tats�chlich wird die Funktion \lstinline{answer()}
+  Tatsächlich wird die Funktion \lstinline{answer()}
   nicht innerhalb von \file{philosophy.c}, sondern in einer separaten Datei \file{answer.c},
   einer sog.\ \newterm{Bibliothek\/} definiert.
-  Es ist m�glich (und �blich), Bibliotheken separat vom Hauptprogramm zu compilieren.
+  Es ist möglich (und üblich), Bibliotheken separat vom Hauptprogramm zu compilieren.
   Dadurch spart man sich das Neucompilieren,
-  wenn im Hauptprogramm etwas ge�ndert wurde, nicht jedoch in der Bibliothek.
+  wenn im Hauptprogramm etwas geändert wurde, nicht jedoch in der Bibliothek.
 
   Mit der Option \lstinline[style=cmd]{-c} weisen wir \lstinline[style=cmd]{gcc} an,
   nur zu compilieren, jedoch nicht zu linken. Die Aufrufe
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall -O -c philosophy.c�
-    $ �gcc -Wall -O -c answer.c�
+    $ ¡gcc -Wall -O -c philosophy.c¿
+    $ ¡gcc -Wall -O -c answer.c¿
   \end{lstlisting}
-  produzieren die Bin�rdateien \file{philosophy.o} und \file{answer.o},
+  produzieren die Binärdateien \file{philosophy.o} und \file{answer.o},
   die sogenannten \newterm{Objekt-Dateien} (daher die Endung \file{.o} oder \file{.obj}).
 
   Mit dem Aufruf
   \begin{lstlisting}[style=terminal]
-    $ �gcc philosophy.o answer.o -o philosophy�
+    $ ¡gcc philosophy.o answer.o -o philosophy¿
   \end{lstlisting}
   bauen wir die beiden bereits compilierten Objekt-Dateien zu einer
-  ausf�hrbaren Datei \file{philosophy} (hier ohne Endung) zusammen.
+  ausführbaren Datei \file{philosophy} (hier ohne Endung) zusammen.
 
-  Es ist auch m�glich, im Compiler-Aufruf gleich beide C-Quelltexte zu
-  �bergeben:
+  Es ist auch möglich, im Compiler-Aufruf gleich beide C-Quelltexte zu
+  übergeben:
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall -O philosophy.c answer.c -o philosophy�
+    $ ¡gcc -Wall -O philosophy.c answer.c -o philosophy¿
   \end{lstlisting}
   In diesem Fall ruft \lstinline[style=cmd]{gcc} zweimal den Compiler auf
-  (f�r jede C-Datei einmal) und anschlie�end den Linker.
+  (für jede C-Datei einmal) und anschließend den Linker.
 
   \subsection{Bibliotheken verwenden (Beispiel: OpenGL)}
 
   Die \newterm{OpenGL\/}-Bibilothek dient dazu,
-  unter Verwendung von Hardware-Unterst�tzung dreidimensionale Grafik auszugeben.
+  unter Verwendung von Hardware-Unterstützung dreidimensionale Grafik auszugeben.
 
   Die einfachste Art und Weise, OpenGL in seinen Programmen einzusetzen,
-  erfolgt �ber eine weitere Bibliothek, das \newterm{OpenGL Utility Toolkit (GLUT)}.
+  erfolgt über eine weitere Bibliothek, das \newterm{OpenGL Utility Toolkit (GLUT)}.
 
   Die Verwendung von OpenGL und GLUT erfolgt durch Einbinden der Include-Dateien
   \begin{lstlisting}
@@ -2669,16 +2668,16 @@
     #include <GL/glu.h>
     #include <GL/glut.h>
   \end{lstlisting}
-  und die �bergabe der Bibliotheken \lstinline[style=cmd]{-lGL -lGLU -lglut} im Compiler-Aufruf: 
+  und die Übergabe der Bibliotheken \lstinline[style=cmd]{-lGL -lGLU -lglut} im Compiler-Aufruf: 
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall -O cube.c -lGL -lGLU -lglut -o cube�
+    $ ¡gcc -Wall -O cube.c -lGL -lGLU -lglut -o cube¿
   \end{lstlisting}
   (Dies ist der Aufruf unter Unix.
   Unter Microsoft Windows ist der Aufruf etwas anders
-  und h�ngt von der verwendeten Version der GLUT-Bibliothek ab.
-  F�r Details siehe die Dokumentation der GLUT-Bibliothek.)
+  und hängt von der verwendeten Version der GLUT-Bibliothek ab.
+  Für Details siehe die Dokumentation der GLUT-Bibliothek.)
 
-  Die Bibliothek stellt uns fertig geschriebene Programmfragmente zur Verf�gung, insbesondere:
+  Die Bibliothek stellt uns fertig geschriebene Programmfragmente zur Verfügung, insbesondere:
   \begin{itemize}
     \item
       Funktionen: z.\,B.\ \lstinline{glutInit (&argc, argv);}
@@ -2696,7 +2695,7 @@
   \end{lstlisting}
 
   Ein weiteres wichtiges allgemeines Konzept,
-  das in OpenGL eine Rolle spielt, ist die �bergabe einer Funktion an die Bibliothek.
+  das in OpenGL eine Rolle spielt, ist die Übergabe einer Funktion an die Bibliothek.
   Man nennt dies das \newterm{Installieren einer Callback-Funktion}.
   \begin{lstlisting}
     void draw (void)
@@ -2704,31 +2703,31 @@
 
     glutDisplayFunc (draw);
   \end{lstlisting}
-  Wir �bergeben die -- von uns geschriebene -- Funktion \lstinline{draw()}
+  Wir übergeben die -- von uns geschriebene -- Funktion \lstinline{draw()}
   an die OpenGL-Funktion \lstinline{glutDisplayFunc()}.
-  Dies bewirkt, da� OpenGL immer dann, wenn etwas gezeichnet werden soll, \lstinline{draw()} aufruft.
-  Innerhalb von \lstinline{draw()} k�nnen wir also unsere Zeichenbefehle unterbringen.
+  Dies bewirkt, daß OpenGL immer dann, wenn etwas gezeichnet werden soll, \lstinline{draw()} aufruft.
+  Innerhalb von \lstinline{draw()} können wir also unsere Zeichenbefehle unterbringen.
 
   \breath
 
   Die OpenGL-Bibliothek ist sehr umfangreich
   und kann im Rahmen dieser Vorlesung nicht im Detail behandelt werden.
-  Um trotzdem damit arbeiten zu k�nnen,
+  Um trotzdem damit arbeiten zu können,
   lagern wir bestimmte Teile -- Initialisierung und das Setzen von Farben --
   in eine eigene Bibliothek \file{opengl-magic} aus, die wir als "`Black Box"' verwenden.
   Der Compiler-Aufruf lautet dann:
   \begin{lstlisting}[style=terminal]
-    $ �gcc -Wall -O cube.c -lGL -lGLU -lglut opengl-magic.c -o cube�
+    $ ¡gcc -Wall -O cube.c -lGL -lGLU -lglut opengl-magic.c -o cube¿
   \end{lstlisting}
-  (Wer in eigenen Projekten mehr mit OpenGL machen m�chte,
+  (Wer in eigenen Projekten mehr mit OpenGL machen möchte,
   ist herzlich eingeladen, die Funktionsweise von \file{opengl-magic} zu studieren.)
 
   \begin{itemize}
     \item
       Das Beispielprogramm \file{cube-1.c} illustriert,
-      wie man grunds�tzlich �berhaupt ein geometrisches Objekt zeichnet.
-      In diesem Fall handelt es sich um einen W�rfel der Kantenl�nge \lstinline{0.5},
-      von dem wir nur die Vorderfl�che sehen, also ein Quadrat.
+      wie man grundsätzlich überhaupt ein geometrisches Objekt zeichnet.
+      In diesem Fall handelt es sich um einen Würfel der Kantenlänge \lstinline{0.5},
+      von dem wir nur die Vorderfläche sehen, also ein Quadrat.
       \begin{lstlisting}[gobble=8]
         #include <GL/gl.h>
         #include <GL/glu.h>
@@ -2754,11 +2753,11 @@
       \begin{picture}(0,0)
         \color{red}
         \put(12.5,6.0){\vector(-1,0){1}}
-        \put(12.6,6.0){\makebox(0,0)[l]{Bildschirm l�schen}}
+        \put(12.6,6.0){\makebox(0,0)[l]{Bildschirm löschen}}
         \put(7.5,5.55){\vector(-1,0){1}}
-        \put(7.6,5.55){\makebox(0,0)[l]{Rot- und Gr�nanteil 100\,\%, Blauanteil 0\,\%}}
+        \put(7.6,5.55){\makebox(0,0)[l]{Rot- und Grünanteil 100\,\%, Blauanteil 0\,\%}}
         \put(5.5,5.1){\vector(-1,0){1}}
-        \put(5.6,5.1){\makebox(0,0)[l]{W�rfel zeichnen}}
+        \put(5.6,5.1){\makebox(0,0)[l]{Würfel zeichnen}}
         \put(4.0,4.65){\vector(-1,0){1}}
         \put(4.1,4.65){\makebox(0,0)[l]{Zeichnung "`abschicken"'}}
         \put(6.0,2.15){\vector(-1,0){1}}
@@ -2768,67 +2767,67 @@
       \end{picture}
     \item
       In \file{cube-2.c} kommt eine Drehung um \lstinline{-30} Grad
-      um eine schr�ge Achse \lstinline{(0.5, 1.0, 0.0)} hinzu.
-      Der W�rfel ist jetzt als solcher zu erkennen.
+      um eine schräge Achse \lstinline{(0.5, 1.0, 0.0)} hinzu.
+      Der Würfel ist jetzt als solcher zu erkennen.
 
       Jeder Aufruf von \lstinline{glRotatef()} bewirkt,
-      da� alle nachfolgenden Zeichenoperationen gedreht ausgef�hrt werden.
+      daß alle nachfolgenden Zeichenoperationen gedreht ausgeführt werden.
 
     \item
-      In \file{cube-3.c} kommt als zus�tzliches Konzept eine weitere Callback-Funktion hinzu,
-      n�mlich ein \newterm{Timer-Handler}.
+      In \file{cube-3.c} kommt als zusätzliches Konzept eine weitere Callback-Funktion hinzu,
+      nämlich ein \newterm{Timer-Handler}.
       Durch den \lstinline{glutTimerFunc()}-Aufruf veranlassen wir OpenGL,
       die von uns geschriebene Funktion \lstinline{timer_handler()} aufzurufen,
       sobald \lstinline{50} Millisekunden vergangen sind.
 
       Innerhalb von \lstinline{timer_handler()} rufen wir \lstinline{glutTimerFunc()} erneut auf,
-      was insgesamt zur Folge hat, da� \lstinline{timer_handler()} periodisch alle 50 Millisekunden
+      was insgesamt zur Folge hat, daß \lstinline{timer_handler()} periodisch alle 50 Millisekunden
       aufgerufen wird.
 
       Die "`Nutzlast"' der Funktion \lstinline{timer_handler()} besteht darin,
-      eine Variable \lstinline{t} um den Wert \lstinline{0.05} zu erh�hen
-      und anschlie�end mittels \lstinline{glutPostRedisplay()} ein Neuzeichnen anzufordern.
-      Dies alles bewirkt, da� die Variable \lstinline{t} die aktuelle Zeit seit Programmbeginn
-      in Sekunden enth�lt und da� \lstinline{draw()} zwanzigmal pro Sekunde aufgerufen wird.
+      eine Variable \lstinline{t} um den Wert \lstinline{0.05} zu erhöhen
+      und anschließend mittels \lstinline{glutPostRedisplay()} ein Neuzeichnen anzufordern.
+      Dies alles bewirkt, daß die Variable \lstinline{t} die aktuelle Zeit seit Programmbeginn
+      in Sekunden enthält und daß \lstinline{draw()} zwanzigmal pro Sekunde aufgerufen wird.
 
     \item
-      Weil das Bild w�hrend des Neuzeichnens die ganze Zeit zu sehen ist,
+      Weil das Bild während des Neuzeichnens die ganze Zeit zu sehen ist,
       flackert in \file{cube-3.c} der Bildschirm.
       Dies wird in \file{cube-3a.c} dadurch behoben,
-      da� die Zeichnung zun�chst in einem unsichtbaren Pufferspeicher aufgebaut wird.
+      daß die Zeichnung zunächst in einem unsichtbaren Pufferspeicher aufgebaut wird.
       Erst die fertige Zeichnung wird mit dem Funktionsaufruf \lstinline{swapBuffers()} sichtbar gemacht.
 
-      Damit dies m�glich ist, mu� beim Initialisieren ein doppelter Puffer angefordert werden.
+      Damit dies möglich ist, muß beim Initialisieren ein doppelter Puffer angefordert werden.
       Zu diesem Zweck ersetzen wir die Bibliothek \file{opengl-magic.c}
       durch \file{opengl-magic-double.c}.
 
       Der Compiler-Aufruf lautet dann:
       \begin{lstlisting}[style=terminal,gobble=8]
-        $ �gcc -Wall -O cube.c -lGL -lGLU -lglut opengl-magic-double.c -o cube�
+        $ ¡gcc -Wall -O cube.c -lGL -lGLU -lglut opengl-magic-double.c -o cube¿
       \end{lstlisting}
 
-      Unabh�ngig davon hei�t die Include-Datei weiterhin \file{opengl-magic.h}.
-      Dies illustriert, da� der Include-Mechanismus des Pr�prozessors
-      und der Zusammenbau-Mecha"-nismus des Linkers tats�chlich voneinander unabh�ngig sind.
+      Unabhängig davon heißt die Include-Datei weiterhin \file{opengl-magic.h}.
+      Dies illustriert, daß der Include-Mechanismus des Präprozessors
+      und der Zusammenbau-Mecha"-nismus des Linkers tatsächlich voneinander unabhängig sind.
 
       \begin{experts}
         (Durch das Austauschen von Bibliotheken, insbesondere bei dynamischen Bibliotheken
         (Endung \file{.so} unter Unix bzw.\ \file{.dll} unter Microsoft Windows)
-        ist es m�glich, das Verhalten bereits fertiger Programme zu beeinflussen,
-        ohne das Programm neu compilieren zu m�ssen.
+        ist es möglich, das Verhalten bereits fertiger Programme zu beeinflussen,
+        ohne das Programm neu compilieren zu müssen.
         Dies kann zu Testzwecken geschehen, zur Erweiterung des Funktionsumfangs
         oder auch zum Einschleusen von Schadfunktionen.)
       \end{experts}
 
     \item
-      In \file{cube-3a.c} dreht sich der W�rfel zun�chst langsam, dann immer schneller.
-      Dies liegt daran, da� sich jedes \lstinline{glRotatef()}
+      In \file{cube-3a.c} dreht sich der Würfel zunächst langsam, dann immer schneller.
+      Dies liegt daran, daß sich jedes \lstinline{glRotatef()}
       auf alle nachfolgenden Zeichenbefehle auswirkt,
-      so da� sich s�mtliche \lstinline{glRotatef()} aufaddieren.
+      so daß sich sämtliche \lstinline{glRotatef()} aufaddieren.
 
-      Eine M�glichkeit, stattdessen eine gleichm��ige Drehung zu erreichen,
+      Eine Möglichkeit, stattdessen eine gleichmäßige Drehung zu erreichen,
       besteht darin, den Wirkungsbereich des \lstinline{glRotatef()} zu begrenzen.
-      Dies geschieht durch Einschlie�en der Rotation in das Befehlspaar \lstinline{glPushMatrix()}
+      Dies geschieht durch Einschließen der Rotation in das Befehlspaar \lstinline{glPushMatrix()}
       und \lstinline{glPopMatrix()}:
       Durch \lstinline{glPopMatrix()} wird das System wieder in denjenigen Zustand versetzt,
       in dem es sich vor dem Aufruf von \lstinline{glPushMatrix()} befand.
@@ -2839,10 +2838,10 @@
 
   \subsubsection*{Aufgabe}
 
-  F�r welche elementaren geometrischen K�rper
-  stellt die GLUT-Bibliothek Zeichenroutinen zur Verf�gung?
+  Für welche elementaren geometrischen Körper
+  stellt die GLUT-Bibliothek Zeichenroutinen zur Verfügung?
 
-  \subsubsection*{L�sung}
+  \subsubsection*{Lösung}
 
   Ein Blick in die Include-Datei \file{glut.h}
   verweist uns auf eine andere Include-Datei:
@@ -2863,7 +2862,7 @@
     glutSolidTeapot (GLdouble size);
   \end{lstlisting}
   Zu jeder \lstinline{glutSolid}-Funktion gibt es auch eine \lstinline{glutWire}-Funktion,
-  beispielsweise \lstinline{glutWireCube()} als Gegenst�ck zu \lstinline{glutSolidCube()}.
+  beispielsweise \lstinline{glutWireCube()} als Gegenstück zu \lstinline{glutSolidCube()}.
 
   In demselben Verzeichnis finden wir auch eine Datei \file{freeglut\_ext.h}
   mit weiteren Funktionen dieses Typs:
@@ -2873,7 +2872,7 @@
     glutSolidCylinder (GLdouble radius, GLdouble height, GLint slices, GLint stacks);
   \end{lstlisting}
 
-  Die GLUT-Bibliothek kennt insbesondere standardm��ig eine Funktion zum Zeichnen einer Teekanne
+  Die GLUT-Bibliothek kennt insbesondere standardmäßig eine Funktion zum Zeichnen einer Teekanne
   und als Erweiterung eine Funktion zum Zeichnen eines Sierpinski-Schwamms.
 
   \breath
@@ -2883,12 +2882,12 @@
     \item
       Die Beispielprogramme \file{orbit-1.c} und \file{orbit-1a.c}
       illustrieren eine weitere Transformation der gezeichneten Objekte,
-      n�mlich die Translation (Verschiebung).
+      nämlich die Translation (Verschiebung).
       Jeder Transformationsbefehl wirkt sich jeweils
       auf die \emph{danach\/} erfolgenden Zeichenbefehle aus.
       Um sich zu veranschaulichen, welche Transformationen auf ein gezeichnetes Objekt wirken
       (hier z.\,B.\ auf \lstinline{glutSolidSphere()}),
-      mu� man die Transformationen in der Reihenfolge \emph{von unten nach oben\/} ausf�hren.
+      muß man die Transformationen in der Reihenfolge \emph{von unten nach oben\/} ausführen.
 
     \item
       Die Beispielprogramme \file{orbit-2.c} und \file{orbit-3.c}
@@ -2897,9 +2896,9 @@
 
     \begin{experts}
       \item
-        Das Beispielprogramm \file{orbit-x.c} schlie�lich versieht
+        Das Beispielprogramm \file{orbit-x.c} schließlich versieht
         die gezeichneten Objekte "`Mond"' und "`Erde"' mit realistischen Texturen (NASA-Fotos).
-        Die hierf�r notwendigen doch eher komplizierten Funktionsaufrufe
+        Die hierfür notwendigen doch eher komplizierten Funktionsaufrufe
         wurden wiederum in eine Bibliothek (\file{textured-spheres}) ausgelagert.
     \end{experts}
       
@@ -2909,23 +2908,23 @@
 
   \subsection{Standard-Pfade}
 
-  Wenn eine Bibliothek regelm��ig von vielen Programmierern benutzt
-  wird, wird sie �blicherweise an einem Standard-Ort abgelegt, z.\,B.\ in
+  Wenn eine Bibliothek regelmäßig von vielen Programmierern benutzt
+  wird, wird sie üblicherweise an einem Standard-Ort abgelegt, z.\,B.\ in
   dem Verzeichnis \file{/usr/lib}.
 
-  \verb|gcc| erwartet, da� die Namen von Bibliotheksdateien mit \file{lib}
-  beginnen und die Endung \file{.a} oder \file{.so} haben. (\file{.a} steht f�r
-  "`Archiv"', da eine \file{.a}-Datei mehrere \file{.o}-Dateien enth�lt.
-  \file{.so} steht f�r "`shared object"' und bezeichnet eine Bibliothek, die
+  \verb|gcc| erwartet, daß die Namen von Bibliotheksdateien mit \file{lib}
+  beginnen und die Endung \file{.a} oder \file{.so} haben. (\file{.a} steht für
+  "`Archiv"', da eine \file{.a}-Datei mehrere \file{.o}-Dateien enthält.
+  \file{.so} steht für "`shared object"' und bezeichnet eine Bibliothek, die
   erst zur Laufzeit eingebunden wird und von mehreren Programmen
-  gleichzeitig benutzt werden kann. Andere �bliche Bezeichnungen
+  gleichzeitig benutzt werden kann. Andere übliche Bezeichnungen
   sind \file{.lib} anstelle von \file{.a} und \file{.dll} anstelle von \file{.so}.)
 
-  Mit der Option \verb|-lfoo| teilen wir \verb|gcc| mit, da� wir eine Datei
-  \file{libfoo.a} aus einem der Standardverzeichnisse verwenden m�chten.
-  ("`foo"' ist eine metasyntaktische Variable und steht f�r ein
+  Mit der Option \verb|-lfoo| teilen wir \verb|gcc| mit, daß wir eine Datei
+  \file{libfoo.a} aus einem der Standardverzeichnisse verwenden möchten.
+  ("`foo"' ist eine metasyntaktische Variable und steht für ein
   beliebiges Wort.) Auch der Aufruf \verb|-lm| zum Einbinden der
-  Mathematik-Bibliothek ist nichts anderes. Tats�chlich gibt es
+  Mathematik-Bibliothek ist nichts anderes. Tatsächlich gibt es
   eine Datei \file{libm.a} im Verzeichnis \file{/usr/lib}.
   \begin{verbatim}
     gcc test.c -lm -o test\end{verbatim}
@@ -2933,25 +2932,25 @@
   \begin{verbatim}
     gcc test.c /usr/lib/libm.a -o test\end{verbatim}
 
-  Mit der Option \verb|-L /foo/bar| k�nnen wir ein Verzeichnis \file{/foo/bar}
-  dem Suchpfad hinzuf�gen. ("`bar"' ist eine weitere metasyntaktische
+  Mit der Option \verb|-L /foo/bar| können wir ein Verzeichnis \file{/foo/bar}
+  dem Suchpfad hinzufügen. ("`bar"' ist eine weitere metasyntaktische
   Variable.)
   \begin{verbatim}
     gcc test.c -L /home/joe/my_libs -lmy -o test\end{verbatim}
   compiliert \file{test.c} und linkt es mit einer Bibliothek \file{libmy.a},
   nach der nicht nur in den Standardverzeichnissen (\file{/usr/lib},
-  \file{/usr/local/lib} u.\,a.), sondern zus�tzlich im Verzeichnis
+  \file{/usr/local/lib} u.\,a.), sondern zusätzlich im Verzeichnis
   \file{/home/joe/my\_libs} gesucht wird.
 
-  Auf gleiche Weise kann man mit \verb|-I /foo/bar| Verzeichnisse f�r
-  Include-Dateien (s.\,o.)\ dem Standardsuchpfad hinzuf�gen.
+  Auf gleiche Weise kann man mit \verb|-I /foo/bar| Verzeichnisse für
+  Include-Dateien (s.\,o.)\ dem Standardsuchpfad hinzufügen.
 
 \fi
 
   \subsection{Projekt organisieren: make}
 
-  In gr��eren Projekten ruft man den Compiler (und Pr�prozessor und
-  Linker) nicht "`von Hand"' auf, sondern �berl��t dies einem weiteren
+  In größeren Projekten ruft man den Compiler (und Präprozessor und
+  Linker) nicht "`von Hand"' auf, sondern überläßt dies einem weiteren
   Programm namens \lstinline[style=cmd]{make}.
 
   \lstinline[style=cmd]{make} sucht im aktuellen Verzeichnis nach einer Datei \file{Makefile}
@@ -2962,26 +2961,26 @@
 
   \subsubsection{make-Regeln}
 
-  Ein Makefile enth�lt sog.\ Regeln, um Ziele zu erzeugen.
+  Ein Makefile enthält sog.\ Regeln, um Ziele zu erzeugen.
   Eine Regel beginnt mit der Angabe des Ziels, gefolgt von einem
   Doppelpunkt und den Dateien (oder anderen Zielen), von denen es
-  abh�ngt. Darunter steht, mit einem Tabulator-Zeichen einger�ckt, der
-  Programmaufruf, der n�tig ist, um das Ziel zu bauen.
+  abhängt. Darunter steht, mit einem Tabulator-Zeichen eingerückt, der
+  Programmaufruf, der nötig ist, um das Ziel zu bauen.
   \begin{lstlisting}[language=make]
     philosophy.o: philosophy.c answer.h
             gcc -c philosophy.c -o philosophy.o
   \end{lstlisting}
-  Achtung: Ein Tabulator-Zeichen l��t sich optisch h�ufig nicht von
+  Achtung: Ein Tabulator-Zeichen läßt sich optisch häufig nicht von
   mehreren Leerzeichen unterscheiden. \lstinline[style=cmd]{make}
   akzeptiert jedoch nur das Tabulator-Zeichen.
 
-  Die o.\,a.\ Regel bedeutet, da� jedesmal, wenn sich \file{philosophy.c} oder
-  \file{answer.h} ge�ndert hat, \lstinline[style=cmd]{make}
+  Die o.\,a.\ Regel bedeutet, daß jedesmal, wenn sich \file{philosophy.c} oder
+  \file{answer.h} geändert hat, \lstinline[style=cmd]{make}
   das Programm \lstinline[style=cmd]{gcc} in der beschriebenen Weise aufrufen soll.
 
   Durch die Kombination mehrerer Regeln lernt \lstinline[style=cmd]{make},
-  welche Befehle in welcher Reihenfolge aufgerufen werden m�ssen,
-  je nachdem, welche Dateien ge�ndert wurden.
+  welche Befehle in welcher Reihenfolge aufgerufen werden müssen,
+  je nachdem, welche Dateien geändert wurden.
 
   \breath
 
@@ -2989,24 +2988,24 @@
 
   Der Aufruf
   \begin{lstlisting}[style=terminal]
-    $ �make -f Makefile.orbit-x1�
+    $ ¡make -f Makefile.orbit-x1¿
   \end{lstlisting}
   bewirkt beim ersten Mal:
   \begin{lstlisting}[style=terminal]
     gcc -Wall -O orbit-x1.c opengl-magic-double.c textured-spheres.c \
               -lGL -lGLU -lglut -o orbit-x1
   \end{lstlisting}
-  Beim zweiten Aufruf stellt \lstinline[style=cmd]{make} fest, da� sich keine der Dateien
-  auf der rechten Seite der Regeln (rechts vom Doppelpunkt) ge�ndert
+  Beim zweiten Aufruf stellt \lstinline[style=cmd]{make} fest, daß sich keine der Dateien
+  auf der rechten Seite der Regeln (rechts vom Doppelpunkt) geändert
   hat und ruft keine Programme auf:
   \begin{lstlisting}[style=terminal]
-    make: �orbit-x1� ist bereits aktualisiert.
+    make: »orbit-x1« ist bereits aktualisiert.
   \end{lstlisting}
 
   \subsubsection{make-Macros}
 
   Um wiederkehrende Dinge (typischerweise: Listen von Dateinamen oder
-  Compiler-Optionen) nicht mehrfach eingeben zu m�ssen, kennt \lstinline[style=cmd]{make}
+  Compiler-Optionen) nicht mehrfach eingeben zu müssen, kennt \lstinline[style=cmd]{make}
   sog.\ Macros:
   \begin{lstlisting}[language=make]
     PHILOSOPHY_SOURCES = philosophy.c answer.h
@@ -3017,7 +3016,7 @@
     philosophy.o: $(PHILOSOPHY_SOURCES)
             gcc -c philosophy.c -o philosophy.o
   \end{lstlisting}
-  ist also nur eine andere Schreibweise f�r:
+  ist also nur eine andere Schreibweise für:
   \begin{lstlisting}[language=make]
     philosophy.o: philosophy.c answer.h
             gcc -c philosophy.c -o philosophy.o
@@ -3027,62 +3026,62 @@
 
   Beispiel: \file{Makefile.blink}
 
-  Die Beispielprogramme \file{blink-\lstinline{*}.c} sind daf�r gedacht,
+  Die Beispielprogramme \file{blink-\lstinline{*}.c} sind dafür gedacht,
   auf einem Mikro-Controller zu laufen.
-  Der Compiler-Aufruf erfordert zus�tzliche Optionen
+  Der Compiler-Aufruf erfordert zusätzliche Optionen
   (z.\,B.\ \lstinline[style=cmd]{-Os -mmcu=atmega32}),
-  und es m�ssen zus�tzliche Entwicklungswerkzeuge
+  und es müssen zusätzliche Entwicklungswerkzeuge
   (z.\,B.\ \lstinline[style=cmd]{avr-objcopy}) aufgerufen werden --
   ebenfalls mit den richtigen Optionen.
-  Der Proze� des Zusammenbauens wird durch ein Makefile \file{Makefile.blink} verwaltet.
+  Der Prozeß des Zusammenbauens wird durch ein Makefile \file{Makefile.blink} verwaltet.
 
   \file{Makefile.blink} speichert den Namen des Quelltextes
   (ohne die Endung \file{.c}) in einem Macro.
-  Durch �ndern allein dieses Macros ist es daher m�glich,
-  das Makefile f�r ein anderes Projekt einzusetzen.
+  Durch Ändern allein dieses Macros ist es daher möglich,
+  das Makefile für ein anderes Projekt einzusetzen.
   
-  Zus�tzlich f�hrt \file{Makefile.blink} eine neue Regel \lstinline{clean} ein.
-  Diese bewirkt �blicherweise, da� alle automatisch erzeugten Dateien
-  gel�scht werden:
+  Zusätzlich führt \file{Makefile.blink} eine neue Regel \lstinline{clean} ein.
+  Diese bewirkt üblicherweise, daß alle automatisch erzeugten Dateien
+  gelöscht werden:
   \begin{lstlisting}[language=make]
     clean:
             rm -f $(TARGET).elf $(TARGET).hex
   \end{lstlisting}
   Rechts vom Doppelpunkt nach \lstinline[language=make]{clean} befinden sich keine
-  Abh�ngigkeitsdateien. Dies hat zur Folge, da� die Aktion
+  Abhängigkeitsdateien. Dies hat zur Folge, daß die Aktion
   (\lstinline{rm -f ...}) bei \lstinline[style=cmd]{make clean}
-  grunds�tzlich immer ausgef�hrt wird, also nicht nur, wenn sich irgendeine Datei ge�ndert hat.
+  grundsätzlich immer ausgeführt wird, also nicht nur, wenn sich irgendeine Datei geändert hat.
 
   \begin{experts}
-    Ebenfalls �blich ist eine weitere Regel \lstinline[language=make]{install},
-    die bewirkt, da� die Zieldateien
-    (bei einem Programm typischerweise eine ausf�hrbare Datei,
+    Ebenfalls üblich ist eine weitere Regel \lstinline[language=make]{install},
+    die bewirkt, daß die Zieldateien
+    (bei einem Programm typischerweise eine ausführbare Datei,
     bei einer Bibliothek typischerweise \file{.a}-, \file{.so}- sowie \file{.h}-Dateien)
-    an ihren endg�ltigen Bestimmungsort kopiert werden.
+    an ihren endgültigen Bestimmungsort kopiert werden.
   \end{experts}
 
   \subsubsection{Fazit: 3 Sprachen}
 
-  Um in C programmieren zu k�nnen, mu� man also tats�chlich drei
+  Um in C programmieren zu können, muß man also tatsächlich drei
   Sprachen lernen:
   \begin{itemize}
     \item C selbst,
-    \item die Pr�prozessor-Sprache
+    \item die Präprozessor-Sprache
     \item und die \lstinline[style=cmd]{make}-Sprache.
   \end{itemize}
-  Durch Entwicklungsumgebungen wie z.\,B.\ \file{Eclipse} l��t sich der
+  Durch Entwicklungsumgebungen wie z.\,B.\ \file{Eclipse} läßt sich der
   \lstinline[style=cmd]{make}-Anteil teilweise automatisieren. (\file{Eclipse} z.\,B.\ schreibt ein
-  Makefile; andere Umgebungen �bernehmen die Funktionalit�t von \lstinline[style=cmd]{make}
-  selbst.) Auch dort mu� man jedoch die zu einem Projekt geh�renden
+  Makefile; andere Umgebungen übernehmen die Funktionalität von \lstinline[style=cmd]{make}
+  selbst.) Auch dort muß man jedoch die zu einem Projekt gehörenden
   Dateien verwalten.
 
   Wenn sich dann eine Datei nicht an dem Ort befindet,
-  erh�lt man u.\,U.\ wenig aussagekr�ftige Fehlermeldungen, z.\,B.: 
+  erhält man u.\,U.\ wenig aussagekräftige Fehlermeldungen, z.\,B.: 
   \begin{lstlisting}[style=terminal]
     make: *** No rule to make target `MeinProgramm.elf', needed by `elf'.  Stop.
   \end{lstlisting}
-  Wenn man dann um die Zusammenh�nge wei� ("`Welche Bibliotheken verwendet mein
-  Programm? Wo befinden sich diese? Und wie erf�hrt der Linker davon?"'),
+  Wenn man dann um die Zusammenhänge weiß ("`Welche Bibliotheken verwendet mein
+  Programm? Wo befinden sich diese? Und wie erfährt der Linker davon?"'),
   kann man das Problem systematisch angehen und ist nicht auf Herumraten
   angewiesen.
 
@@ -3094,19 +3093,19 @@
   \begin{displaymath}
     x + 2 = -x
   \end{displaymath}
-  l��t sich leicht nach der Unbekannten $x$ aufl�sen.
-  (In diesem Fall lautet die L�sung: $x = -1$.)
+  läßt sich leicht nach der Unbekannten $x$ auflösen.
+  (In diesem Fall lautet die Lösung: $x = -1$.)
 
   Wesentlich schwieriger ist es,
-  eine mathematische Gleichung mit einer gesuchten Funktion $x(t)$ zu l�sen, z.\,B.:
+  eine mathematische Gleichung mit einer gesuchten Funktion $x(t)$ zu lösen, z.\,B.:
   \begin{displaymath}
     x'(t) = -x(t)\qquad\mbox{mit}\qquad x(0) = 1
   \end{displaymath}
-  Um hier auf die L�sung $x(t) = e^{-t}$ zu kommen,
+  Um hier auf die Lösung $x(t) = e^{-t}$ zu kommen,
   sind bereits weitreichende mathematische Kenntnisse erforderlich.
 
   Eine derartige Gleichung, die einen Zusammenhang zwischen der gesuchten Funktion
-  und ihren Ableitungen vorgibt, hei�t \newterm{Differentialgleichung}.
+  und ihren Ableitungen vorgibt, heißt \newterm{Differentialgleichung}.
   Viele physikalisch-technische Probleme werden durch Differentialgleichungen beschrieben.
 
   \goodbreak
@@ -3122,21 +3121,21 @@
     Wie aus anderen Veranstaltungen (Grundlagen der Physik, Mechanik) her bekannt sein sollte,
     wirkt auf ein Fadenpendel, das um den Winkel $\phi(t)$ ausgelenkt ist,
     die tangentiale Kraft $F = -m \cdot g \cdot \sin\phi(t)$.
-    Gem�� der Formel $F = m \cdot a$ bewirkt diese Kraft
+    Gemäß der Formel $F = m \cdot a$ bewirkt diese Kraft
     eine tangentiale Beschleunigung $a = -g \cdot \sin\phi(t)$.
-    (Das Minuszeichen kommt daher, da� die Kraft der Auslenkung entgegengesetzt wirkt.)
+    (Das Minuszeichen kommt daher, daß die Kraft der Auslenkung entgegengesetzt wirkt.)
 
-    Wenn das Pendel die L�nge $l$ hat, k�nnen wir dieselbe tangentiale Beschleunigung
+    Wenn das Pendel die Länge $l$ hat, können wir dieselbe tangentiale Beschleunigung
     mit Hilfe der zweiten Ableitung des Auslenkungswinkels $\phi(t)$ berechnen:
-    $a = l \cdot \phi''(t)$ (Winkel in Bogenma�).
+    $a = l \cdot \phi''(t)$ (Winkel in Bogenmaß).
     Durch Gleichsetzen erhalten wir eine Gleichung,
-    die nur noch eine Unbekannte enth�lt, n�mlich die Funktion $\phi(t)$.
+    die nur noch eine Unbekannte enthält, nämlich die Funktion $\phi(t)$.
 
-    Um $\phi(t)$ zu berechnen, m�ssen wir also die Differentialgleichung
+    Um $\phi(t)$ zu berechnen, müssen wir also die Differentialgleichung
     \begin{displaymath}
       \phi''(t) = -\frac{g}{l} \cdot \sin\phi(t)
     \end{displaymath}
-    l�sen.
+    lösen.
   \end{minipage}\hfill
   \begin{minipage}{5.5cm}
     \begin{center}
@@ -3166,14 +3165,14 @@
   \breath
     
   \begin{experts}
-    Diese Differentialgleichung l��t sich mit "`normalen"' Mitteln nicht l�sen,
-    daher verwendet man in der Praxis meistens die Kleinwinkeln�herung
-    $\sin\phi \approx \phi$ (f�r $\phi \ll 1$)
-    und l�st stattdessen die Differentialgleichung:
+    Diese Differentialgleichung läßt sich mit "`normalen"' Mitteln nicht lösen,
+    daher verwendet man in der Praxis meistens die Kleinwinkelnäherung
+    $\sin\phi \approx \phi$ (für $\phi \ll 1$)
+    und löst stattdessen die Differentialgleichung:
     \begin{displaymath}
       \phi''(t) = -\frac{g}{l} \cdot \phi(t)
     \end{displaymath}
-    F�r ein mit der Anfangsauslenkung $\phi(0)$ losgelassenes Pendel
+    Für ein mit der Anfangsauslenkung $\phi(0)$ losgelassenes Pendel
     lautet dann das Ergebnis:
     \begin{displaymath}
       \phi(t) = \phi(0)\cdot\cos(\omega t)\qquad\mbox{mit}\qquad\omega=\sqrt{\frac{g}{l}}
@@ -3184,14 +3183,14 @@
 
   \subsubsection{Das explizite Euler-Verfahren}
 
-  Um eine Differentialgleichung mit Hilfe eines Computers n�herungsweise \newterm{numerisch\/} zu l�sen,
-  stehen zahlreiche L�sungsverfahren zur Verf�gung.
+  Um eine Differentialgleichung mit Hilfe eines Computers näherungsweise \newterm{numerisch\/} zu lösen,
+  stehen zahlreiche Lösungsverfahren zur Verfügung.
   Im folgenden soll das einfachste dieser Verfahren, das \newterm{explizite Euler-Verfahren\/}
   (auch \newterm{Eulersches Polygonzugverfahren\/} genannt) vorgestellt werden.
 
-  Wir betrachten das System w�hrend eines kleinen Zeitintervalls $\Delta t$.
-  W�hrend dieses Zeitintervalls sind alle von der Zeit $t$ abh�ngigen Funktionen
-  -- z.\,B.\ Ort, Geschwindigkeit, Beschleunigung, Kraft -- n�herungsweise konstant.
+  Wir betrachten das System während eines kleinen Zeitintervalls $\Delta t$.
+  Während dieses Zeitintervalls sind alle von der Zeit $t$ abhängigen Funktionen
+  -- z.\,B.\ Ort, Geschwindigkeit, Beschleunigung, Kraft -- näherungsweise konstant.
 
   Bei konstanter Geschwindigkeit $v$ ist es einfach,
   aus dem Ort $x(t)$ zu Beginn des Zeitintervalls
@@ -3208,33 +3207,33 @@
     v(t + \Delta t) = v(t) + \Delta t \cdot a
   \end{displaymath}
 
-  Wenn wir dies in einer Schleife durchf�hren und jedesmal $t$ um $\Delta t$ erh�hen,
-  erhalten wir N�herungen f�r die Funktionen $x(t)$ und $v(t)$.
+  Wenn wir dies in einer Schleife durchführen und jedesmal $t$ um $\Delta t$ erhöhen,
+  erhalten wir Näherungen für die Funktionen $x(t)$ und $v(t)$.
 
   \breath
 
-  F�r das oben betrachtete Beispiel (Fadenpendel)
-  m�ssen wir in jedem Zeitintervall $\Delta t$
-  zun�chst die tangentiale Beschleunigung $a(t)$ aus der tangentialen Kraft berechnen,
+  Für das oben betrachtete Beispiel (Fadenpendel)
+  müssen wir in jedem Zeitintervall $\Delta t$
+  zunächst die tangentiale Beschleunigung $a(t)$ aus der tangentialen Kraft berechnen,
   die sich wiederum aus der momentanen Auslenkung $\phi(t)$ ergibt:
   \begin{displaymath}
     a = -g \cdot \sin\phi
   \end{displaymath}
-  Mit Hilfe dieser -- innerhalb des Zeitintervalls n�herungsweise konstanten -- Beschleunigung
+  Mit Hilfe dieser -- innerhalb des Zeitintervalls näherungsweise konstanten -- Beschleunigung
   berechnen wir die neue tangentiale Geschwindigkeit:
   \begin{displaymath}
     v(t + \Delta t) = v(t) + \Delta t \cdot a
   \end{displaymath}
-  Mit Hilfe dieser -- innerhalb des Zeitintervalls n�herungsweise konstanten -- Geschwindigkeit
-  berechnen wir schlie�lich die neue Winkelauslenkung $\phi$,
-  wobei wir einen kleinen Umweg �ber den Kreisbogen $x = l\cdot\phi$ machen:
+  Mit Hilfe dieser -- innerhalb des Zeitintervalls näherungsweise konstanten -- Geschwindigkeit
+  berechnen wir schließlich die neue Winkelauslenkung $\phi$,
+  wobei wir einen kleinen Umweg über den Kreisbogen $x = l\cdot\phi$ machen:
   \begin{displaymath}
     \phi(t + \Delta t) = \frac{x(t + \Delta t)}{l}
                        = \frac{x(t) + \Delta t \cdot v}{l}
                        = \phi(t) + \frac{\Delta t \cdot v}{l}
   \end{displaymath}
 
-  Ein C-Programm, das diese Berechnungen durchf�hrt (Datei: \file{pendulum-2.c}), enth�lt als Kernst�ck:
+  Ein C-Programm, das diese Berechnungen durchführt (Datei: \file{pendulum-2.c}), enthält als Kernstück:
   \goodbreak
   \begin{lstlisting}
     #define g 9.81
@@ -3257,30 +3256,30 @@
   Jeder Aufruf der Funktion \lstinline{calc()}
   versetzt das Pendel um das Zeitintervall \lstinline{dt} in die Zukunft.
  
-  Es ist vom Verfahren her nicht notwendig, mit der Kleinwinkeln�herung $\sin\phi\approx\phi$ zu arbeiten.
+  Es ist vom Verfahren her nicht notwendig, mit der Kleinwinkelnäherung $\sin\phi\approx\phi$ zu arbeiten.
   Das Beispielprogramm \file{pendulum-3.c} illustriert,
-  welchen Unterschied die Kleinwinkeln�herung ausmacht.
+  welchen Unterschied die Kleinwinkelnäherung ausmacht.
 
   Wie gut arbeitet das explizite Euler-Verfahren?
-  Um dies zu untersuchen, l�sen wir eine Differentialgleichung,
-  deren exakte L�sung aus der Literatur bekannt ist,
-  n�mlich die Differentialgleichung mit Kleinwinkeln�herung.
-  Das Beispielprogramm \file{pendulum-4.c} vergleicht beide L�sungen miteinander.
-  F�r das betrachtete Beispiel ist die �bereinstimmung recht gut;
-  f�r Pr�zisionsberechnungen ist das explizite Euler-Verfahren jedoch nicht genau (und stabil) genug.
-  Hierf�r sei auf die Lehrveranstaltungen zur numerischen Mathematik verwiesen.
+  Um dies zu untersuchen, lösen wir eine Differentialgleichung,
+  deren exakte Lösung aus der Literatur bekannt ist,
+  nämlich die Differentialgleichung mit Kleinwinkelnäherung.
+  Das Beispielprogramm \file{pendulum-4.c} vergleicht beide Lösungen miteinander.
+  Für das betrachtete Beispiel ist die Übereinstimmung recht gut;
+  für Präzisionsberechnungen ist das explizite Euler-Verfahren jedoch nicht genau (und stabil) genug.
+  Hierfür sei auf die Lehrveranstaltungen zur numerischen Mathematik verwiesen.
 
   \subsubsection*{Bemerkung}
 
-  Das Beispielprogramm \file{pendulum-4.c} berechnet mit �berzeugender �bereinstimmung
-  dasselbe Ergebnis f�r die Auslenkung des Pendels auf zwei verschiedene Weisen:
+  Das Beispielprogramm \file{pendulum-4.c} berechnet mit überzeugender Übereinstimmung
+  dasselbe Ergebnis für die Auslenkung des Pendels auf zwei verschiedene Weisen:
   \begin{enumerate}
     \item
-      �ber eine Formel, die einen Cosinus enth�lt,
+      über eine Formel, die einen Cosinus enthält,
     \item
       mit Hilfe der Funktion \lstinline{calc()}, die nur Grundrechenarten verwendet.
   \end{enumerate}
-  Dies l��t die Natur der Verfahren erahnen, mit deren Hilfe es m�glich ist,
+  Dies läßt die Natur der Verfahren erahnen, mit deren Hilfe es möglich ist,
   Sinus, Cosinus und andere kompliziertere Funktionen
   nur unter Verwendung der Grundrechenarten zu berechnen.
 
@@ -3288,31 +3287,31 @@
 
   \subsection{Rekursion}
 
-  Aus der Mathematik ist das Beweisprinzip der \newterm{vollst�ndigen Induktion\/} bekannt:
+  Aus der Mathematik ist das Beweisprinzip der \newterm{vollständigen Induktion\/} bekannt:
   \begin{displaymath}
     \hspace*{4cm}
     \left.
       \begin{array}{r}
-        \mbox{Aussage gilt f�r $n = 1$}\\[2pt]
-        \mbox{Schlu� von $n - 1$ auf $n$}
+        \mbox{Aussage gilt für $n = 1$}\\[2pt]
+        \mbox{Schluß von $n - 1$ auf $n$}
       \end{array}
     \right\}
-    \mbox{Aussage gilt f�r alle $n\in\mathbb{N}$}
+    \mbox{Aussage gilt für alle $n\in\mathbb{N}$}
   \end{displaymath}
-  Wenn auf diese Weise die L�sbarkeit eines Problems bewiesen wurde,
-  ist es direkt m�glich, das Problem im Computer \emph{tats�chlich\/} zu l�sen,
-  n�mlich durch einen \newterm{rekursiven Algorithmus}.
+  Wenn auf diese Weise die Lösbarkeit eines Problems bewiesen wurde,
+  ist es direkt möglich, das Problem im Computer \emph{tatsächlich\/} zu lösen,
+  nämlich durch einen \newterm{rekursiven Algorithmus}.
 
   \breath
 
-  Ein klassisches Beispiel f�r ein rekursiv l�sbares Problem sind die T�rme von Hanoi:
+  Ein klassisches Beispiel für ein rekursiv lösbares Problem sind die Türme von Hanoi:
   \begin{itemize}
     \item
-      64 Scheiben, 3 Pl�tze, immer 1 Scheibe verschieben
+      64 Scheiben, 3 Plätze, immer 1 Scheibe verschieben
     \item
       Ziel: Turm verschieben
     \item
-      Es d�rfen nur kleinere Scheiben auf gr��eren liegen.
+      Es dürfen nur kleinere Scheiben auf größeren liegen.
   \end{itemize}
 
   \goodbreak
@@ -3323,17 +3322,17 @@
 
     Bildquelle: \url{http://commons.wikimedia.org/wiki/File:Tower\_of\_Hanoi.jpeg}\\
     Urheber: \url{http://en.wikipedia.org/wiki/User:Evanherk}\\
-    Lizenz: GNU FDL (Version 1.2 oder sp�ter) oder\\
+    Lizenz: GNU FDL (Version 1.2 oder später) oder\\
     Creative Commons Attribution-Share Alike (Version 3.0 Unported)
     
   \end{center}
 
   \goodbreak
-  Die rekursive L�sung des Problems lautet:
+  Die rekursive Lösung des Problems lautet:
   \begin{itemize}
     \item
       Wenn $n = 1$ ist, also nur eine Scheibe vorliegt,
-      l��t sich diese "`einfach so"' an den Zielplatz verschieben.
+      läßt sich diese "`einfach so"' an den Zielplatz verschieben.
       In diesem Fall sind wir direkt fertig.
     \item
       Wenn $n - 1$ Scheiben als verschiebbar vorausgesetzt werden,
@@ -3344,7 +3343,7 @@
   \end{itemize}
 
   \goodbreak
-  Dieser Algorithmus l��t sich unmittelbar in eine Programmiersprache �bersetzen:
+  Dieser Algorithmus läßt sich unmittelbar in eine Programmiersprache übersetzen:
   \begin{lstlisting}
     void verschiebe (int n, int start, int ziel)
     {
@@ -3374,7 +3373,7 @@
 
 \iffalse
 
-  \subsection{Wegfindungsalgorithmus f�r Roboterfahrzeug}
+  \subsection{Wegfindungsalgorithmus für Roboterfahrzeug}
 
   Siehe die Vortragsnotizen \file{ainf-20130117.txt},\\
   die Beispielprogramme \file{text-parcour-\lstinline{*}.c},
@@ -3383,14 +3382,14 @@
 
 \fi
 
-  \subsection{Aufwandsabsch�tzungen}
+  \subsection{Aufwandsabschätzungen}
 
   \subsubsection{Sortieralgorithmen}
 
   Am Beispiel von Sortieralgorithmen soll hier aufgezeigt werden,
-  wie man die L�sung eines Problems schrittweise effizienter gestalten kann.
+  wie man die Lösung eines Problems schrittweise effizienter gestalten kann.
 
-  Als Problem w�hlen wir das Sortieren eines Arrays (z.\,B.\ von Namen).
+  Als Problem wählen wir das Sortieren eines Arrays (z.\,B.\ von Namen).
 
   \begin{itemize}
     \item
@@ -3400,21 +3399,21 @@
     \item
       Bubblesort: \file{sort-5.c}
     \item
-      Bubblesort mit Abbruch in �u�erer Schleife: \file{sort-6.c}
+      Bubblesort mit Abbruch in äußerer Schleife: \file{sort-6.c}
     \item
       Bubblesort mit Abbruch in innerer Schleife: \file{sort-7.c}, \file{sort-7a.c}, \file{sort-7b.c}
     \item
       Vergleich mit Quicksort: \file{sort-8.c}, \file{sort-8a.c}, \file{sort-8b.c}
   \end{itemize}
 
-  Bei "`zuf�llig"' sortierten Ausgangsdaten arbeitet Quicksort schneller als Bubblesort.
+  Bei "`zufällig"' sortierten Ausgangsdaten arbeitet Quicksort schneller als Bubblesort.
   Wenn die Ausgangsdaten bereits nahezu sortiert sind, ist es umgekehrt.
-  Im jeweils ung�nstigsten Fall arbeiten beide Algorithmen gleich langsam.
+  Im jeweils ungünstigsten Fall arbeiten beide Algorithmen gleich langsam.
 
   \subsubsection{Landau-Symbole}
 
   Das Landau-Symbol $\mathcal{O}(g)$ mit einer Funktion $g(n)$
-  steht f�r die \newterm{Ordnung\/} eines Algorithmus',
+  steht für die \newterm{Ordnung\/} eines Algorithmus',
   also die "`Geschwindigkeit"', mit der er arbeitet.
   Die Variable $n$ bezeichnet die Menge der Eingabedaten,
   hier also z.\,B.\ die Anzahl der Namen.
@@ -3443,27 +3442,27 @@
 
   \begin{itemize}
     \item
-      $\mathcal{O}(n)$ bedeutet, da� die Rechenzeit mit der Menge der Eingabedaten linear w�chst.
-      Um doppelt so viele Namen zu sortieren, ben�tigt das Programm doppelt so lange.
+      $\mathcal{O}(n)$ bedeutet, daß die Rechenzeit mit der Menge der Eingabedaten linear wächst.
+      Um doppelt so viele Namen zu sortieren, benötigt das Programm doppelt so lange.
     \item
-      $\mathcal{O}(n^2)$ bedeutet, da� die Rechenzeit mit der Menge der Eingabedaten quadratisch w�chst.
-      Um doppelt so viele Namen zu sortieren, ben�tigt das Programm viermal so lange.
+      $\mathcal{O}(n^2)$ bedeutet, daß die Rechenzeit mit der Menge der Eingabedaten quadratisch wächst.
+      Um doppelt so viele Namen zu sortieren, benötigt das Programm viermal so lange.
     \item
-      $\mathcal{O}(2^n)$ bedeutet, da� die Rechenzeit mit der Menge der Eingabedaten exponentiell w�chst.
-      F�r jeden Namen, der dazukommt, ben�tigt das Programm doppelt so lange.
+      $\mathcal{O}(2^n)$ bedeutet, daß die Rechenzeit mit der Menge der Eingabedaten exponentiell wächst.
+      Für jeden Namen, der dazukommt, benötigt das Programm doppelt so lange.
 
       Ein derartiges Programm gilt normalerweise als inakzeptabel langsam.
     \item
-      $\mathcal{O}(\log n)$ bedeutet, da� die Rechenzeit mit der Menge der Eingabedaten logarithmisch w�chst.
-      F�r jede Verdopplung der Namen ben�tigt das Programm nur einen Rechenschritt mehr.
+      $\mathcal{O}(\log n)$ bedeutet, daß die Rechenzeit mit der Menge der Eingabedaten logarithmisch wächst.
+      Für jede Verdopplung der Namen benötigt das Programm nur einen Rechenschritt mehr.
 
       Ein derartiges Programm gilt als "`traumhaft schnell"'.
       Dies wird jedoch nur selten erreicht.
     \item
-      $\mathcal{O}(1)$ bedeutet, da� die Rechenzeit von der Menge der Eingabedaten unabh�ngig ist:
+      $\mathcal{O}(1)$ bedeutet, daß die Rechenzeit von der Menge der Eingabedaten unabhängig ist:
       1\,000\,000 Namen werden genau so schnell sortiert wie 10.
 
-      Dies ist nur in Ausnahmef�llen erreichbar.
+      Dies ist nur in Ausnahmefällen erreichbar.
     \item
       $\mathcal{O}(n \log n)$ liegt zwischen $\mathcal{O}(n)$ und $\mathcal{O}(n^2)$.
 
@@ -3477,12 +3476,12 @@
     \item
       Vorfaktoren interessieren nicht.
 
-      Wenn ein Code immer -- also unabh�ngig von den Eingabedaten -- zweimal ausgef�hrt wird,
-      beeinflu�t das die Ordnung des Algorithmus nicht.
+      Wenn ein Code immer -- also unabhängig von den Eingabedaten -- zweimal ausgeführt wird,
+      beeinflußt das die Ordnung des Algorithmus nicht.
 
-      Wenn ein Code immer -- also unabh�ngig von den Eingabedaten -- 1\,000\,000mal ausgef�hrt wird,
-      mag das Programm f�r kleine Datenmengen langsam erscheinen.
-      F�r die Ordnung interessiert jedoch nur das Verhalten f�r gro�e Datenmengen,
+      Wenn ein Code immer -- also unabhängig von den Eingabedaten -- 1\,000\,000mal ausgeführt wird,
+      mag das Programm für kleine Datenmengen langsam erscheinen.
+      Für die Ordnung interessiert jedoch nur das Verhalten für große Datenmengen,
       und dort kann dasselbe Programm durchaus schnell sein.
     \item
       Jede Schleife, die von $0$ bis $n$ geht,
@@ -3491,7 +3490,7 @@
       Eine Doppelschleife (Schleife innerhalb einer Schleife) hat demnach $\mathcal{O}(n^2)$.
     \goodbreak
     \item
-      Wenn sich die Grenzen einer Schleife st�ndig �ndern, nimmt man den Durschschnitt.
+      Wenn sich die Grenzen einer Schleife ständig ändern, nimmt man den Durschschnitt.
 
       Beispiel:
       \begin{lstlisting}[gobble=8]
@@ -3499,22 +3498,22 @@
           for (int j = 0; j < i; j++)
             ...
       \end{lstlisting}
-      Die �u�ere Schleife wird immer $n$-mal ausgef�hrt,
+      Die äußere Schleife wird immer $n$-mal ausgeführt,
       die innere \emph{im Durchschnitt\/} $\frac{n}{2}$-mal, was proportional zu $n$ ist.
 
       Zusammen ergibt sich $\mathcal{O}(n^2)$.
     \item
-      Bei Rekursionen mu� man mitz�hlen, wie viele Schleifen hinzukommen.
+      Bei Rekursionen muß man mitzählen, wie viele Schleifen hinzukommen.
 
       Bei Quicksort wird z.\,B.\ in jeder Rekursion
-      eine Schleife von $0$ bis $n$ (aufgeteilt) ausgef�hrt.
+      eine Schleife von $0$ bis $n$ (aufgeteilt) ausgeführt.
       Bei jeder Rekursion wird das Array "`normalerweise"' halbiert,
       d.\,h.\ die Rekursionstiefe ist proportional zum Logarithmus von $n$ (zur Basis 2).
-      Daraus ergibt sich die Ordnung $\mathcal{O}(n\log n)$ f�r den "`Normalfall"' des Quicksort.
-      (Im ung�nstigsten Fall kann sich auch $\mathcal{O}(n^2)$ ergeben.)
+      Daraus ergibt sich die Ordnung $\mathcal{O}(n\log n)$ für den "`Normalfall"' des Quicksort.
+      (Im ungünstigsten Fall kann sich auch $\mathcal{O}(n^2)$ ergeben.)
   \end{itemize}
 
-  F�r eine pr�zise Definition der Landau-Symbole siehe z.\,B.:
+  Für eine präzise Definition der Landau-Symbole siehe z.\,B.:
   \url{http://de.wikipedia.org/wiki/Landau-Symbole}
 
   \section{Hardwarenahe Programmierung}
@@ -3530,7 +3529,7 @@
     \item
       Basis: 10
     \item
-      G�ltige Ziffern: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9
+      Gültige Ziffern: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9
   \end{itemize}
   \begin{verbatim}
     137                               137
@@ -3556,7 +3555,7 @@
     \item
       Basis: 16
     \item
-      G�ltige Ziffern: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F
+      Gültige Ziffern: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F
   \end{itemize}
   \begin{verbatim}
     137                               A380
@@ -3587,7 +3586,7 @@
     \item
       Basis: 8
     \item
-      G�ltige Ziffern: 0, 1, 2, 3, 4, 5, 6, 7
+      Gültige Ziffern: 0, 1, 2, 3, 4, 5, 6, 7
   \end{itemize}
   \begin{verbatim}
     137                               137
@@ -3618,14 +3617,14 @@
       Schreibweise in C: \quad \texttt{0137}
   \end{itemize}
 
-  \subsubsection*{Rechner f�r beliebige Zahlensysteme: GNU bc}
+  \subsubsection*{Rechner für beliebige Zahlensysteme: GNU bc}
   \begin{lstlisting}[style=terminal]
-    $ �bc
+    $ ¡bc
     ibase=8
-    137�
+    137¿
     95
-    �obase=10
-    137 + 42�
+    ¡obase=10
+    137 + 42¿
     201
   \end{lstlisting}
   \begin{picture}(0,0)(0.5,1.2)
@@ -3641,12 +3640,12 @@
   \end{picture}\vspace{-2ex}
 
   \goodbreak
-  \subsubsection*{Bin�rsystem}
+  \subsubsection*{Binärsystem}
   \begin{itemize}
     \item
       Basis: 2
     \item
-      G�ltige Ziffern: 0, 1
+      Gültige Ziffern: 0, 1
   \end{itemize}
   \begin{verbatim}
     110                                110
@@ -3669,13 +3668,13 @@
   \end{picture}
   \begin{itemize}
     \item
-      Bin�r-Zahlen erm�glichen es, elektronisch zu rechnen \dots
+      Binär-Zahlen ermöglichen es, elektronisch zu rechnen \dots
     \item
       und mehrere "`Ja/Nein"' (Bits) zu einer einzigen Zahl zusammenzufassen.
     \goodbreak
     \item
       \textbf{Oktal- und Hexadezimal-Zahlen lassen sich ziffernweise
-      in Bin�r-Zahlen umrechnen:}
+      in Binär-Zahlen umrechnen:}
   \end{itemize}
   \vspace*{-6mm}
   \begin{verbatim}
@@ -3693,7 +3692,7 @@
     \item[]
       Beispiel: $1101011_2 = 153_8 = 6{\rm B}_{16}$
     \item[]
-      Anwendungsbeispiel: Oktal-Schreibweise f�r Unix-Zugriffsrechte\\
+      Anwendungsbeispiel: Oktal-Schreibweise für Unix-Zugriffsrechte\\
       \verb|-rw-r-----| $= 0\,110\,100\,000_2 = 640_8$ \qquad \verb|$ chmod 640 file.c|\\
       \verb|-rwxr-x---| $= 0\,111\,101\,000_2 = 750_8$ \qquad \verb|$ chmod 750 subdir|
   \end{itemize}
@@ -3704,9 +3703,9 @@
     \item
       Basis: 256
     \item
-      G�ltige Ziffern: 0 bis 255, getrennt durch Punkte
+      Gültige Ziffern: 0 bis 255, getrennt durch Punkte
     \item
-      Kompakte Schreibweise f�r Bin�rzahlen mit 32 Ziffern (Bits)
+      Kompakte Schreibweise für Binärzahlen mit 32 Ziffern (Bits)
   \end{itemize}
   \begin{verbatim}
     192.168.0.1
@@ -3756,19 +3755,19 @@
   \begin{picture}(0,0)(0,-0.25)
     \color{red}
     \put(2.5,1.0){\mbox{Bit gezielt setzen}}
-    \put(12.5,1.0){\mbox{Bit gezielt l�schen}}
+    \put(12.5,1.0){\mbox{Bit gezielt löschen}}
     \put(22.5,1.0){\mbox{Bit gezielt umklappen}}
   \end{picture}
   \begin{itemize}
     \item
-      Bits werden h�ufig von rechts und ab 0 numeriert (hier: 0 bis 7),\\
+      Bits werden häufig von rechts und ab 0 numeriert (hier: 0 bis 7),\\
       um die Maskenerzeugung mittels Schiebeoperatoren zu erleichtern.
     \item
       Die Bit-Operatoren (z.\,B.\ \verb|&| in C)
       wirken jeweils auf alle Bits der Zahlen.
       \hfill{\color{red}\verb|6 & 12 == 4|}\qquad\strut\\
       Die logischen Operatoren (z.\,B.\ \verb|&&| in C)
-      pr�fen die Zahl insgesamt auf $\ne 0$.
+      prüfen die Zahl insgesamt auf $\ne 0$.
       \hfill{\color{red}\verb|6 && 12 == 1|}\qquad\strut\\
       Nicht verwechseln!
   \end{itemize}
@@ -3784,7 +3783,7 @@
   \end{verbatim}
   \begin{picture}(0,0)(0,-0.25)
     \color{red}
-    \put(3.5,1.0){\mbox{Maske f�r Bit 2}}
+    \put(3.5,1.0){\mbox{Maske für Bit 2}}
     \put(12.5,1.0){\mbox{Bit gezielt setzen}}
   \end{picture}\vspace{-4ex}
   \begin{itemize}
@@ -3804,8 +3803,8 @@
   \end{verbatim}
   \begin{picture}(0,0)(0,-0.25)
     \color{red}
-    \put(3.5,1.0){\mbox{Maske zum L�schen von Bit 2 erzeugen}}
-    \put(22.5,1.0){\mbox{Bit gezielt l�schen}}
+    \put(3.5,1.0){\mbox{Maske zum Löschen von Bit 2 erzeugen}}
+    \put(22.5,1.0){\mbox{Bit gezielt löschen}}
   \end{picture}\vspace{-4ex}
   \begin{itemize}
     \item
@@ -3824,7 +3823,7 @@
   \end{verbatim}
   \begin{picture}(0,0)(0,-0.25)
     \color{red}
-    \put(2.5,1.0){\mbox{Maske f�r Bit 2}}
+    \put(2.5,1.0){\mbox{Maske für Bit 2}}
     \put(12.5,1.0){\mbox{Bit 2 isolieren}}
     \put(22.5,1.0){\mbox{in Zahl 0 oder 1 umwandeln}}
   \end{picture}\vspace{-4ex}
@@ -3836,7 +3835,7 @@
 
   \bigbreak
 
-  Beispiel: Netzmaske f�r 256 IP-Adressen
+  Beispiel: Netzmaske für 256 IP-Adressen
   \begin{verbatim}
       192.168.  1.123
     & 255.255.255.  0
@@ -3855,7 +3854,7 @@
 
   \bigbreak
 
-  Beispiel: Netzmaske f�r 8 IP-Adressen
+  Beispiel: Netzmaske für 8 IP-Adressen
   \begin{verbatim}
       192.168.  1.123                                   01111011
     & 255.255.255.248                                 & 11111000
@@ -3874,15 +3873,15 @@
 
   \subsection{I/O-Ports}
 
-  Es gibt drei grundlegende Mechanismen f�r die Kommunikation zwischen dem Prozessor
-  und einem externen Ger�t:
+  Es gibt drei grundlegende Mechanismen für die Kommunikation zwischen dem Prozessor
+  und einem externen Gerät:
   \begin{itemize}
     \item
-      �ber Output-Ports kann der Prozessor das Ger�t aktiv steuern,
+      Über Output-Ports kann der Prozessor das Gerät aktiv steuern,
     \item
-      �ber Input-Ports kann er es aktiv abfragen,
+      über Input-Ports kann er es aktiv abfragen,
     \item
-      und �ber Interrupts kann das externe Ger�t im Prozessor Aktivit�ten ausl�sen.
+      und über Interrupts kann das externe Gerät im Prozessor Aktivitäten auslösen.
   \end{itemize}
 
   \begin{center}
@@ -3899,7 +3898,7 @@
         \rput(2.12,1.4){\pnode{l0}}
         \rput(3.5,1.4){\pnode{m0}}
         \rput(8,0){\psframe[framearc=0.25](2,5)}
-        \rput(9,4.5){\makebox(0,0)[t]{\shortstack{externes\\Ger�t}}}
+        \rput(9,4.5){\makebox(0,0)[t]{\shortstack{externes\\Gerät}}}
         \rput(8.0,3.7){\pnode{p1}}
         \rput(7.88,3.3){\pnode{q1}}
         \rput(7.98,3.2){\pnode{r1}}
@@ -3915,36 +3914,36 @@
         \rput(2.2,3.8){\makebox(0,0)[lb]{Prozessor schreibt in Output-Port}}
         \rput(2.2,3.1){\makebox(0,0)[lt]{Prozessor liest Input-Port}}
         \ncline{->}{i1}{i0}
-        \rput(7.8,1.1){\makebox(0,0)[rb]{externes Ger�t ruft Interrupt auf}}
+        \rput(7.8,1.1){\makebox(0,0)[rb]{externes Gerät ruft Interrupt auf}}
       \end{pspicture}
     \end{pdfpic}
   \end{center}
 
   \setlength{\unitlength}{1cm}
 
-  Input- und Output-Ports, zusammengefa�t: I/O-Ports,
-  sind spezielle Speicherzellen, die mit einem externen Ger�t verbunden sind.
+  Input- und Output-Ports, zusammengefaßt: I/O-Ports,
+  sind spezielle Speicherzellen, die mit einem externen Gerät verbunden sind.
   \begin{itemize}
     \item
-      Ein in einen Output-Port geschriebener Wert bewirkt eine Spannungs�nderung in einer Leitung,
-      die zu einem externen Ger�t f�hrt.
+      Ein in einen Output-Port geschriebener Wert bewirkt eine Spannungsänderung in einer Leitung,
+      die zu einem externen Gerät führt.
     \item
-      Wenn ein externes Ger�t eine Spannung an eine Leitung anlegt, die zu einer Speicherzelle f�hrt,
+      Wenn ein externes Gerät eine Spannung an eine Leitung anlegt, die zu einer Speicherzelle führt,
       kann der Prozessor diese als Input-Port lesen.
   \end{itemize}
 
   Um z.\,B.\ auf einen Druck auf einen Taster zu warten,
   kann ein Program periodisch in einer Schleife einen Input-Port lesen
-  und die Schleife erst dann beenden, wenn der Wert f�r "`Taster gedr�ckt"' gelesen wurde.
+  und die Schleife erst dann beenden, wenn der Wert für "`Taster gedrückt"' gelesen wurde.
 
-  Diese Methode hei�t "`Busy Waiting"': Der Prozessor ist vollst�ndig mit Warten besch�ftigt.
+  Diese Methode heißt "`Busy Waiting"': Der Prozessor ist vollständig mit Warten beschäftigt.
   Wenn gleichzeitig noch andere Aktionen stattfinden sollen,
-  m�ssen diese in der Schleife mit ber�cksichtigt werden.
+  müssen diese in der Schleife mit berücksichtigt werden.
 
   \bigskip
   \goodbreak
 
-  Beispiel f�r die Verwendung eines Output-Ports: Roboter-Steuerung\\
+  Beispiel für die Verwendung eines Output-Ports: Roboter-Steuerung\\
   Datei: RP6Base/RP6Base\_Examples/RP6Examples\_20080915/RP6Lib/RP6base/RP6RobotBaseLib.c\\
   Suchbegriff: setMotorDir
   \goodbreak
@@ -3967,37 +3966,37 @@
 
   Die Variable \verb|PORTC| ist ein Output-Port.
   Durch Manipulation einzelner Bits in dieser Variablen
-  �ndert sich die Spannung an den elektrischen "`Beinchen"' des Mikro-Controllers.
+  ändert sich die Spannung an den elektrischen "`Beinchen"' des Mikro-Controllers.
   Hierdurch wird die Beschaltung von Elektromotoren umgepolt.
 
   (Die Konstanten \verb|DIR_L| und \verb|DIR_R| sind "`Bitmasken"',
-  d.\,h.\ Zahlen, die in ihrer Bin�rdarstellung nur eine einzige $1$ und ansonsten Nullen haben.
+  d.\,h.\ Zahlen, die in ihrer Binärdarstellung nur eine einzige $1$ und ansonsten Nullen haben.
   Durch die Oder- und Und-Nicht-Operationen werden einzelne Bits in \verb|PORTC| auf $1$ bzw.\ $0$ gesetzt.)
 
   \bigskip
 
-  Die direkte Ansteuerung von I/O-Ports ist nur auf Mikro-Controllern �blich.
-  Auf Personal-Computern erfolgt die gesamte Ein- und Ausgabe �ber Betriebssystem-"`Treiber"'.
+  Die direkte Ansteuerung von I/O-Ports ist nur auf Mikro-Controllern üblich.
+  Auf Personal-Computern erfolgt die gesamte Ein- und Ausgabe über Betriebssystem-"`Treiber"'.
   Anwenderprogramme greifen dort i.\,d.\,R.\ nicht direkt auf I/O-Ports zu.
 
   \subsection{Interrupts}
 
   Ein Interrupt ist ein Unterprogramm, das nicht durch einen Befehl (\verb|call|),
-  sondern durch ein externes Ger�t (�ber ein Stromsignal) aufgerufen wird.
+  sondern durch ein externes Gerät (über ein Stromsignal) aufgerufen wird.
 
-  Damit dies funktionieret, mu� die Adresse, an der sich das Unterprogramm befindet,
+  Damit dies funktionieret, muß die Adresse, an der sich das Unterprogramm befindet,
   an einer jederzeit auffindbaren Stelle im Speicher hinterlegt sein.
-  Diese Stelle hei�t "`Interrupt-Vektor"'.
+  Diese Stelle heißt "`Interrupt-Vektor"'.
 
   Da ein Interrupt jederzeit erfolgen kann,
   hat das Hauptprogramm keine Chance, vor dem Aufruf die Registerinhalte zu sichern.
-  F�r Interrupt-Unterprogramme, sog.\ Interrupt-Handler,
-  ist es daher zwingend notwendig, s�mtliche Register vor Verwendung zu sichern
-  und hinterher zur�ckzuholen.
+  Für Interrupt-Unterprogramme, sog.\ Interrupt-Handler,
+  ist es daher zwingend notwendig, sämtliche Register vor Verwendung zu sichern
+  und hinterher zurückzuholen.
 
   \bigskip
 
-  Beispiel f�r die Verwendung eines Interrupts: Roboter-Steuerung\\
+  Beispiel für die Verwendung eines Interrupts: Roboter-Steuerung\\
   Datei: RP6Base/RP6Base\_Examples/RP6Examples\_20080915/RP6Lib/RP6base/RP6RobotBaseLib.c\\
   Suchbegriff: ISR
   \begin{verbatim}
@@ -4009,27 +4008,27 @@
     }\end{verbatim}
   \begin{itemize}
     \item
-      Durch das Schl�sselwort \verb|ISR| anstelle von z.\,B.\ \verb|void|
-      teilen wir dem Compiler mit, da� es sich um einen Interrupt-Handler handelt,
-      so da� er entsprechenden Code zum Sichern der Registerinhalte einf�gt.
+      Durch das Schlüsselwort \verb|ISR| anstelle von z.\,B.\ \verb|void|
+      teilen wir dem Compiler mit, daß es sich um einen Interrupt-Handler handelt,
+      so daß er entsprechenden Code zum Sichern der Registerinhalte einfügt.
     \item
       Durch die Namensgebung \verb|INT0_vect| teilen wir dem Compiler mit,
-      da� er den Interrupt-Vektor Nr.\ 0 (also den ersten)
+      daß er den Interrupt-Vektor Nr.\ 0 (also den ersten)
       auf diesen Interrupt-Handler zeigen lassen soll.
   \end{itemize}
-  (Tats�chlich handelt es sich bei \verb|ISR| und \verb|INT0_vect| um Macros.)
+  (Tatsächlich handelt es sich bei \verb|ISR| und \verb|INT0_vect| um Macros.)
 
-  Die Schreibweise ist spezifisch f�r die Programmierung des Atmel AVR ATmega
+  Die Schreibweise ist spezifisch für die Programmierung des Atmel AVR ATmega
   unter Verwendung der GNU Compiler Collection (GCC).
   Bei Verwendung anderer Werkzeuge und/oder Prozessoren
-  kann dasselbe Programm v�llig anders aussehen.
+  kann dasselbe Programm völlig anders aussehen.
   Wie man Interrupt-Handler schreibt und wie man Interrupt-Vektoren setzt,
   ist ein wichtiger Bestandteil der Dokumentation der Entwicklungswerkzeuge.
 
   \bigskip
 
   Die so geschriebene Funktion wird immer dann aufgerufen, wenn die
-  Hardware den Interrupt Nr.\ 0 ausl�st. Wann das der Fall ist, h�ngt
+  Hardware den Interrupt Nr.\ 0 auslöst. Wann das der Fall ist, hängt
   von der Beschaltung ab. Im Falle des RP6 geschieht es dann, wenn
   ein Sensor an der linken Raupenkette einen schwarzen Streifen auf
   der Encoder-Scheibe registriert, also immer dann, wenn sich die
@@ -4037,42 +4036,42 @@
   hat.
 
   Jedesmal wenn sich die Raupenkette um einen Teilstrich weitergedreht hat,
-  werden also zwei Z�hler inkrementiert.
-  Wir k�nnen dies nutzen, um z.\,B.\ durch Auslesen des Z�hlers \verb|mleft_dist|
-  die zur�ckgelegte Entfernung zu messen.
-  (Die RP6-Bibliothek selbst stellt nur eine Zeit- und eine Geschwindigkeitsmessung zur Verf�gung.)
+  werden also zwei Zähler inkrementiert.
+  Wir können dies nutzen, um z.\,B.\ durch Auslesen des Zählers \verb|mleft_dist|
+  die zurückgelegte Entfernung zu messen.
+  (Die RP6-Bibliothek selbst stellt nur eine Zeit- und eine Geschwindigkeitsmessung zur Verfügung.)
   Wie dies konkret geschehen kann, sei im folgenden vorgestellt.
 
   \goodbreak
 
-  Methode 1: Ver�ndern des Interrupt-Handlers
+  Methode 1: Verändern des Interrupt-Handlers
   \begin{itemize}
     \item
       Da die Bibliothek \verb|RP6RobotBase| im Quelltext vorhanden ist,
-      k�nnen wir sie selbst �ndern und in den Interrupt-Handler
-      \verb|ISR (INT0_vect)| einen eigenen Z�hler f�r Sensor-Ticks einbauen.
+      können wir sie selbst ändern und in den Interrupt-Handler
+      \verb|ISR (INT0_vect)| einen eigenen Zähler für Sensor-Ticks einbauen.
     \item
       Wenn wir diesen zum Zeitpunkt A auf 0 setzen und zum Zeitpunkt B
       auslesen, erfahren wir, wieviele "`Ticks"' der Roboter dazwischen
-      zur�ckgelegt hat.
+      zurückgelegt hat.
   \end{itemize}
 
-  Methode 2: Verwenden eines vorhandenen Z�hlers
+  Methode 2: Verwenden eines vorhandenen Zählers
   \begin{itemize}
     \item
-      Tats�chlich enth�lt \verb|ISR (INT0_vect)| bereits zwei Z�hler, die
-      bei jedem Sensor-"`Tick"' hochgez�hlt werden: \verb|mleft_dist| und
+      Tatsächlich enthält \verb|ISR (INT0_vect)| bereits zwei Zähler, die
+      bei jedem Sensor-"`Tick"' hochgezählt werden: \verb|mleft_dist| und
       \verb|mleft_counter|.
     \item
       Einer davon (\verb|mleft_dist|) wird bei jedem \verb|move()| auf 0
-      zur�ckgesetzt. F�r diesen Z�hler enth�lt \verb|RP6RobotBaseLib.h|
+      zurückgesetzt. Für diesen Zähler enthält \verb|RP6RobotBaseLib.h|
       einen "`undokumentierten"' Makro \verb|getLeftDistance()|, um ihn
       auszulesen.
     \item
-      Bei sorgf�ltiger Lekt�re von \verb|RP6RobotBaseLib.c| erkennt man, da�
-      es unproblematisch ist, den Z�hler vom Hauptprogramm aus auf 0 zu
-      setzen. (Dies ist jedoch mit Vorsicht zu genie�en: In einer
-      eventuellen Nachfolgeversion der Bibliothek mu� dies nicht mehr
+      Bei sorgfältiger Lektüre von \verb|RP6RobotBaseLib.c| erkennt man, daß
+      es unproblematisch ist, den Zähler vom Hauptprogramm aus auf 0 zu
+      setzen. (Dies ist jedoch mit Vorsicht zu genießen: In einer
+      eventuellen Nachfolgeversion der Bibliothek muß dies nicht mehr
       der Fall sein!)
   \end{itemize}
 
@@ -4081,51 +4080,51 @@
     \item
       Alternativ zur Verwendung des Interrupt-Handlers kann man auch
       von der eigenen Hauptschleife aus den Sensor periodisch abfragen
-      und bei jeder �nderung einen Z�hler hochz�hlen. 
+      und bei jeder Änderung einen Zähler hochzählen. 
     \item
-      Diese Methode hei�t "`Busy Waiting"'. Sie hat den Vorteil der
-      Einfachheit aber den Nachteil, da� der Prozessor "`in Vollzeit"'
-      damit besch�ftigt ist, einen Sensor abzufragen, und eventuelle
+      Diese Methode heißt "`Busy Waiting"'. Sie hat den Vorteil der
+      Einfachheit aber den Nachteil, daß der Prozessor "`in Vollzeit"'
+      damit beschäftigt ist, einen Sensor abzufragen, und eventuelle
       andere Aufgaben nur noch "`nebenher"' erledigen kann. 
     \item
-      Wenn aus irgendwelchen Gr�nden der Interrupt-Mechanismus nicht
-      verwendet werden kann (z.B. weil der Prozessor �ber kein
-      Interrupt-Konzept verf�gt), k�nnten wir die Lichtschranke alternativ auch mit einem Input-Port
+      Wenn aus irgendwelchen Gründen der Interrupt-Mechanismus nicht
+      verwendet werden kann (z.B. weil der Prozessor über kein
+      Interrupt-Konzept verfügt), könnten wir die Lichtschranke alternativ auch mit einem Input-Port
       verdrahten und mittels Busy Waiting abfragen.
 
-      Dies funktioniert nur dann, wenn die Schleife wirklich regelm��ig den Sensor abfragt.
-      Sobald der Prozessor l�ngere Zeit mit anderen Dingen besch�ftigt ist,
-      k�nnen beim Busy Waiting Signale der Lichtschranke verlorengehen.
+      Dies funktioniert nur dann, wenn die Schleife wirklich regelmäßig den Sensor abfragt.
+      Sobald der Prozessor längere Zeit mit anderen Dingen beschäftigt ist,
+      können beim Busy Waiting Signale der Lichtschranke verlorengehen.
       Dieses Problem besteht nicht bei Verwendung von Interrupts.
   \end{itemize}
 
   \subsection{volatile-Variable}
 
-  Im C-Quelltext f�llt auf, da� die Z�hler-Variablen \verb|mleft_dist| und \verb|mleft_counter|
+  Im C-Quelltext fällt auf, daß die Zähler-Variablen \verb|mleft_dist| und \verb|mleft_counter|
   als \verb|volatile|\break\verb|uint16_t mleft_counter| bzw.\ \verb|volatile uint16_t mleft_dist| deklariert
   sind anstatt einfach nur als
   \verb|uint16_t mleft_counter| und \verb|uint16_t mleft_dist|.
 
-  Das Schl�sselwort \verb|volatile| teilt dem C-Compiler mit,
-  da� eine Variable immer im Speicher (RAM) aufbewahrt werden mu�
+  Das Schlüsselwort \verb|volatile| teilt dem C-Compiler mit,
+  daß eine Variable immer im Speicher (RAM) aufbewahrt werden muß
   und nicht in einem Prozessorregister zwischengespeichert werden darf.
 
   Dies ist deswegen wichtig, weil jederzeit ein Interrupt erfolgen
-  kann, der den Wert der Variablen im Speicher ver�ndert. Wenn im
-  Hauptprogramm alle "`�berfl�ssigen"' Speicherzugriffe wegoptimiert
-  wurden, erf�hrt es nichts von der �nderung.
+  kann, der den Wert der Variablen im Speicher verändert. Wenn im
+  Hauptprogramm alle "`überflüssigen"' Speicherzugriffe wegoptimiert
+  wurden, erfährt es nichts von der Änderung.
 
-  Entsprechendes gilt f�r I/O-Ports:
+  Entsprechendes gilt für I/O-Ports:
   Wenn ein Programm einen Wert in einen Output-Port schreiben oder aus einem Input-Port lesen soll,
-  ist es wichtig, da� der Speicherzugriff auch tats�chlich stattfindet.
+  ist es wichtig, daß der Speicherzugriff auch tatsächlich stattfindet.
 
   \subsection{Software-Interrupts}
  
-  Manche Prozessoren verf�gen �ber einen Befehl, um Interrupts "`k�nstlich"' auszul�sen.
+  Manche Prozessoren verfügen über einen Befehl, um Interrupts "`künstlich"' auszulösen.
 
   Das Betriebssystem MS-DOS verwendet derartige Aufrufe
   anstelle von "`normalen"' Unterprogrammaufrufen,
-  um Programmen Funktionen zur Verf�gung zu stellen.
+  um Programmen Funktionen zur Verfügung zu stellen.
 
   \bigskip
   \goodbreak
@@ -4134,7 +4133,7 @@
 
   \medskip
 
-  \verb|  |MS-DOS-Version f�r FASM (gek�rzt)\hspace{3cm} Unix-Version f�r GCC (gek�rzt)
+  \verb|  |MS-DOS-Version für FASM (gekürzt)\hspace{3cm} Unix-Version für GCC (gekürzt)
   \begin{verbatim}
   hello  db 'Hello, world', 10, 13, '$'     hello:
                                                     .string "Hello, world!\n"
@@ -4147,27 +4146,27 @@
       Die MS-DOS-Version ruft den Interrupt Nr.\ 33 (hexadezimal: 21) auf: \verb| int 21h|.\\
       Die Unix-Version verwendet stattdessen einen normalen Unterprogrammaufruf: \verb| call printf|.
     \item
-      Die MS-DOS-Version �bergibt Parameter in Prozessorregistern:\\
-      Die Konstante \verb|09h| im \verb|ah|-Register w�hlt die Funktion "`Textausgabe"' aus;\\
-      das \verb|dx|-Register enth�lt einen Zeiger auf den Text.
+      Die MS-DOS-Version übergibt Parameter in Prozessorregistern:\\
+      Die Konstante \verb|09h| im \verb|ah|-Register wählt die Funktion "`Textausgabe"' aus;\\
+      das \verb|dx|-Register enthält einen Zeiger auf den Text.
 
-      Die Unix-Version benutzt den Stack zur �bergabe des Parameters: \verb| pushl $hello|.\\
+      Die Unix-Version benutzt den Stack zur Übergabe des Parameters: \verb| pushl $hello|.\\
       (\verb|$hello| ist ein Zeiger auf den Text.)
     \item
       Obwohl beide Programme auf demselben Prozessor laufen,
       unterscheiden sich die Sprachdialekte der beiden Assember FASM und GCC erheblich voneinander.\\
-      (Reihenfolge der Operanden umgekehrt, Suffix \verb|l| f�r "`long"', Pr�fix \verb|$| f�r Konstanten, \dots)
+      (Reihenfolge der Operanden umgekehrt, Suffix \verb|l| für "`long"', Präfix \verb|$| für Konstanten, \dots)
   \end{itemize}
 
   Derartige "`Software-Interrupts"' verursachen Probleme,
-  sobald ein Ger�t den Interrupt f�r seinen eigentlichen Zweck verwendet.
-  MS-Windows verwendet -- au�er zur Emulation von MS-DOS -- keine Software-Interrupts mehr.
+  sobald ein Gerät den Interrupt für seinen eigentlichen Zweck verwendet.
+  MS-Windows verwendet -- außer zur Emulation von MS-DOS -- keine Software-Interrupts mehr.
 
   \bigskip
 
-  (Ein sehr �hnlicher Mechanismus wird von modernen Betriebssystemen weiterhin f�r Systemaufrufe genutzt.
-  Hier geht es darum, den �bergang von potentiell unsicherem Code in Anwenderprogrammen
-  zum vertrauensw�rdigen Code des Betriebssystems zu kontrollieren. F�r Details siehe:\\
+  (Ein sehr ähnlicher Mechanismus wird von modernen Betriebssystemen weiterhin für Systemaufrufe genutzt.
+  Hier geht es darum, den Übergang von potentiell unsicherem Code in Anwenderprogrammen
+  zum vertrauenswürdigen Code des Betriebssystems zu kontrollieren. Für Details siehe:\\
   http://de.wikipedia.org/wiki/Software-Interrupt, http://de.wikipedia.org/wiki/Systemaufruf)
 
   \subsection{Byte-Reihenfolge -- Endianness}
@@ -4175,8 +4174,8 @@
   \subsubsection{Konzept}
 
   Beim Speichern von Werten,
-  die gr��er sind als die kleinste adressierbare Einheit\\
-  (= Speicherzelle oder Speicherwort, h�ufig 1 Byte), werden mehrere Speicherworte belegt.
+  die größer sind als die kleinste adressierbare Einheit\\
+  (= Speicherzelle oder Speicherwort, häufig 1 Byte), werden mehrere Speicherworte belegt.
 
   Beispiel: 16-Bit-Zahl in 2 8-Bit-Speicherzellen
   \begin{displaymath}
@@ -4187,8 +4186,8 @@
   in zwei 8-Bit-Speicherzellen gespeichert werden:
   \begin{center}
     \begin{tabular}{|c|c|l}\cline{1-2}
-      \raisebox{-1pt}{04} & \raisebox{-1pt}{03} & \strut Big-Endian, "`gro�es Ende zuerst"', \\\cline{1-2}
-      \multicolumn{2}{c}{} & f�r Menschen leichter lesbar \\
+      \raisebox{-1pt}{04} & \raisebox{-1pt}{03} & \strut Big-Endian, "`großes Ende zuerst"', \\\cline{1-2}
+      \multicolumn{2}{c}{} & für Menschen leichter lesbar \\
       \multicolumn{3}{c}{} \\[-5pt]\cline{1-2}
       \raisebox{-1pt}{03} & \raisebox{-1pt}{04} & \strut Little-Endian, "`kleines Ende zuerst"', \\\cline{1-2}
       \multicolumn{2}{c}{} & bei Additionen effizienter \\
@@ -4196,23 +4195,23 @@
     \end{tabular}
   \end{center}
   Welche Konvention man verwendet, ist letztlich Geschmackssache
-  und h�ngt von der verwendeten Hardware (Prozessor) und Software ab.
+  und hängt von der verwendeten Hardware (Prozessor) und Software ab.
   Man spricht hier von der "`Endianness"' (Byte-Reihenfolge) der Hardware bzw.\ der Software.
 
   Im Kontext des Datenaustausches ist es wichtig,
-  sich auf eine einheitliche Endianness zu verst�ndigen.
-  Dies gilt insbesondere f�r:
+  sich auf eine einheitliche Endianness zu verständigen.
+  Dies gilt insbesondere für:
   \begin{itemize}
     \item
       Dateiformate
     \item
-      Daten�bertragung
+      Datenübertragung
   \end{itemize}
 
   \goodbreak
   \subsubsection{Dateiformate}
 
-  Als Beispiel f�r Dateiformate, in denen die Reihenfolge der Bytes
+  Als Beispiel für Dateiformate, in denen die Reihenfolge der Bytes
   in 16- und 32-Bit-Zahlen spezifiziert ist, seien hier Audio-Formate genannt:
   \begin{itemize}
     \item
@@ -4221,46 +4220,46 @@
       Au-Dateien (\verb|.au|): Big-Endian
     \goodbreak
     \item
-      �ltere AIFF-Dateien (\verb|.aiff|): Big-Endian
+      ältere AIFF-Dateien (\verb|.aiff|): Big-Endian
     \item
       neuere AIFF-Dateien (\verb|.aiff|): Little-Endian
   \end{itemize}
-  Insbesondere ist es bei AIFF-Dateien wichtig, zu pr�fen,
+  Insbesondere ist es bei AIFF-Dateien wichtig, zu prüfen,
   um welche Variante es sich handelt, anstatt sich auf eine bestimmte Byte-Reihenfolge zu verlassen.
 
-  Bei Dateiformaten mit variabler Endianness ist es sinnvoll und �blich,
+  Bei Dateiformaten mit variabler Endianness ist es sinnvoll und üblich,
   die Endianness durch eine Kennung anzuzeigen.
-  Dies geschieht h�ufig am Anfang der Datei (im "`Vorspann"' -- "`Header"').
+  Dies geschieht häufig am Anfang der Datei (im "`Vorspann"' -- "`Header"').
 
   \bigbreak
 
   Als weiteres Beispiel seien zwei Monochrom-Grafik-Formate genannt.
-  Hier steht jedes Bit f�r einen schwarzen bzw.\ wei�en Bildpunkt,
+  Hier steht jedes Bit für einen schwarzen bzw.\ weißen Bildpunkt,
   daher spielt die Reihenfolge der Bits in den Bytes eine entscheidende Rolle.
   (Diese Grafik-Formate sind Ihnen bereits aus der Vorlesung "`Angewandte Informatik"' bekannt.)
   \begin{itemize}
     \item
-      PBM-Dateien: Big-Endian, MSB first -- die h�chstwertige Bin�rziffer ist im Bild links
+      PBM-Dateien: Big-Endian, MSB first -- die höchstwertige Binärziffer ist im Bild links
     \item
-      XBM-Dateien: Little-Endian, LSB first -- die h�chstwertige Bin�rziffer ist im Bild rechts
+      XBM-Dateien: Little-Endian, LSB first -- die höchstwertige Binärziffer ist im Bild rechts
   \end{itemize}
   MSB/LSB = most/least significant bit
 
-  Achtung: Die Abk�rzungen "`MSB/LSB"' werden manchmal auch f�r "`most/least significant \emph{byte}"' verwendet.
+  Achtung: Die Abkürzungen "`MSB/LSB"' werden manchmal auch für "`most/least significant \emph{byte}"' verwendet.
   Im konkreten Fall ist es ratsam, die verwendete Byte- und Bit-Reihenfolge genau zu recherchieren
-  bzw.\ pr�zise zu dokumentieren.
+  bzw.\ präzise zu dokumentieren.
 
 %  \bigbreak
 %
 %  Weiteres Beispiel: Textdateien im Format "`UTF-16"'.
-%  Hier stehen jeweils zwei aufeinanderfolgende Bytes f�r eine 16-Bit-Zahl.
+%  Hier stehen jeweils zwei aufeinanderfolgende Bytes für eine 16-Bit-Zahl.
 %  Am Dateianfang steht stets der Wert $65279 = \verb|FEFF|_{16}$ \dots
 
-  \subsubsection{Daten�bertragung}
+  \subsubsection{Datenübertragung}
 
-  Bei der �bertragung von Daten �ber Leitungen
+  Bei der Übertragung von Daten über Leitungen
   spielt sowohl die Reihenfolge der Bits in den Bytes ("`MSB first"' bzw.\ "`LSB first"')
-  als auch die Reihenfolge der Bytes in den �bertragenen Zahlen ("`Big-/Little-Endian"') eine Rolle.
+  als auch die Reihenfolge der Bytes in den übertragenen Zahlen ("`Big-/Little-Endian"') eine Rolle.
 
   Als Beispiele seien genannt:
   \begin{itemize}
@@ -4271,36 +4270,36 @@
     \item
       USB: beides
 
-      Um �bertragungsfehler erkennen zu k�nnen, werden im USB-Protokoll
-      bestimmte Werte einmal gem�� der MSB-first- und einmal gem�� der LSB-first-Konvention
-      �bertragen und anschlie�end auf Gleichheit gepr�ft.
+      Um Übertragungsfehler erkennen zu können, werden im USB-Protokoll
+      bestimmte Werte einmal gemäß der MSB-first- und einmal gemäß der LSB-first-Konvention
+      übertragen und anschließend auf Gleichheit geprüft.
     \medskip
     \item
       Ethernet: LSB first
     \item
       TCP/IP (Internet): Big-Endian
   \end{itemize}
-  Insbesondere gilt f�r die �bertragung z.\,B.\ einer 32-Bit-Zahl �ber das Internet,
-  da� die vier Bytes von links nach rechts (Big-Endian) �bertragen werden,
+  Insbesondere gilt für die Übertragung z.\,B.\ einer 32-Bit-Zahl über das Internet,
+  daß die vier Bytes von links nach rechts (Big-Endian) übertragen werden,
   die acht Bits innerhalb jedes Bytes hingegen von rechts nach links (LSB first).
 
   \subsection{Speicherausrichtung -- Alignment}
 
   Ein 32-Bit-Prozessor kann auf eine 32-Bit-Variable effizienter zugreifen,
   wenn die Speicheradresse der Variablen ein Vielfaches von 32 Bits, also 4 Bytes ist.
-  Eine Variable, auf die dies zutrifft, hei�t "`korrekt im Speicher ausgerichtet"' ("`aligned"').
+  Eine Variable, auf die dies zutrifft, heißt "`korrekt im Speicher ausgerichtet"' ("`aligned"').
 
   "`Effizienter"' kann bedeuten,
-  da� Maschinenbefehle zum Arbeiten mit den Variablen schneller abgearbeitet werden.
+  daß Maschinenbefehle zum Arbeiten mit den Variablen schneller abgearbeitet werden.
   Es kann aber auch bedeuten,
-  da� der Prozessor gar keine direkte Bearbeitung von inkorrekt ausgerichteten Variablen erlaubt.
+  daß der Prozessor gar keine direkte Bearbeitung von inkorrekt ausgerichteten Variablen erlaubt.
   In diesem Fall bedeutet eine inkorrekte Speicherausrichtung,
-  da� f�r jede Operation mit der Variablen anstelle eines einzelnen Maschinenbefehls
-  ein kleines Programm aufgerufen werden mu�.
+  daß für jede Operation mit der Variablen anstelle eines einzelnen Maschinenbefehls
+  ein kleines Programm aufgerufen werden muß.
 
   \bigskip
 
-  Um zu verstehen, welche Konsequenzen dies f�r die Arbeit mit Rechnern hat,
+  Um zu verstehen, welche Konsequenzen dies für die Arbeit mit Rechnern hat,
   betrachten wir die folgenden Variablen (in C-Schreibweise):
 
   \begin{verbatim}
@@ -4308,7 +4307,7 @@
     uint16_t b;
     uint8_t c;\end{verbatim}
 
-  Die Anordnung dieser Variablen im Speicher k�nnte z.\,B.\ folgenderma�en aussehen:
+  Die Anordnung dieser Variablen im Speicher könnte z.\,B.\ folgendermaßen aussehen:
 
   \begin{quote}
     \newcommand{\bup}{\begin{picture}(0,0)\put(-0.1,0.2){\mbox{b}}\end{picture}}
@@ -4325,8 +4324,8 @@
     \end{tabular}
   \end{quote}
 
-  Ein optimierender Compiler wird f�r eine korrekte Ausrichtung der Variablen \verb|b| sorgen,
-  beispielsweise durch Auff�llen mit unbenutzten Speicherzellen:
+  Ein optimierender Compiler wird für eine korrekte Ausrichtung der Variablen \verb|b| sorgen,
+  beispielsweise durch Auffüllen mit unbenutzten Speicherzellen:
 
   \begin{quote}
     \newcommand{\bup}{\begin{picture}(0,0)\put(-0.1,0.2){\mbox{b}}\end{picture}}
@@ -4343,9 +4342,9 @@
     \end{tabular}
   \end{quote}
 
-  Alternativ ist es dem Compiler auch m�glich,
+  Alternativ ist es dem Compiler auch möglich,
   die korrekte Ausrichtung durch "`Umsortieren"' der Variablen herzustellen
-  und dadurch "`L�cher"' zu vermeiden:
+  und dadurch "`Löcher"' zu vermeiden:
 
   \begin{quote}
     \newcommand{\bup}{\begin{picture}(0,0)\put(-0.1,0.2){\mbox{b}}\end{picture}}
@@ -4363,19 +4362,19 @@
   \end{quote}
 
   Fazit: Man kann sich als Programmierer nicht immer darauf verlassen,
-  da� die Variablen im Speicher in einer spezifischen Weise angeordnet sind.
+  daß die Variablen im Speicher in einer spezifischen Weise angeordnet sind.
 
   In vielen existierenden Programmen geschieht dies dennoch.
   Diese Programme sind fehlerhaft.
-  Dort kann es z.\,B.\ passieren, da� nach einem Upgrade des Compilers
+  Dort kann es z.\,B.\ passieren, daß nach einem Upgrade des Compilers
   schwer lokalisierbare Fehler auftreten.
 
   \bigskip
   \goodbreak
 
-  Entsprechende �berlegungen gelten f�r 64-Bit- und 16-Bit-Prozessoren.
-  Die Gr��e der Variablen, aufgerundet auf die n�chste Zweierpotenz, gibt eine Ausrichtung vor.
-  Die Registerbreite des Prozessors markiert die gr��te Ausrichtung, die noch ber�cksichtigt werden mu�.
+  Entsprechende Überlegungen gelten für 64-Bit- und 16-Bit-Prozessoren.
+  Die Größe der Variablen, aufgerundet auf die nächste Zweierpotenz, gibt eine Ausrichtung vor.
+  Die Registerbreite des Prozessors markiert die größte Ausrichtung, die noch berücksichtigt werden muß.
 
   Bei 8-Bit-Prozessoren stellt sich die Frage nach der Speicherausrichtung normalerweise nicht,
   weil die kleinste adressierbare Einheit eines Speichers selten kleiner als 8 Bits ist.
@@ -4383,7 +4382,7 @@
   Beispiele:
   \begin{itemize}
     \item
-      Eine 64-Bit-Variable auf einem 64-Bit-Prozessor mu� auf 64 Bits ausgerichtet sein.
+      Eine 64-Bit-Variable auf einem 64-Bit-Prozessor muß auf 64 Bits ausgerichtet sein.
     \item
       Eine 32-Bit-Variable auf einem 64-Bit-Prozessor braucht nur auf 32 Bits ausgerichtet zu sein.
     \item
@@ -4393,28 +4392,28 @@
   \end{itemize}
 
   Bei der Definition von Datenformaten tut man gut daran,
-  die Ausrichtung der Daten von vorneherein zu ber�cksichtigen,
-  um auf m�glichst vielen -- auch zuk�nftigen -- Prozessoren
-  eine m�glichst effiziente Bearbeitung zu erm�glichen.
+  die Ausrichtung der Daten von vorneherein zu berücksichtigen,
+  um auf möglichst vielen -- auch zukünftigen -- Prozessoren
+  eine möglichst effiziente Bearbeitung zu ermöglichen.
 
   Wenn ich beispielsweise ein Dateiformat definiere, in dem 128-Bit-Werte vorkommen,
   ist es sinnvoll, diese innerhalb der Datei auf 128 Bits (16 Bytes) auszurichten,
-  auch wenn mein eigener Rechner nur �ber einen 64-Bit-Prozessor verf�gt.
+  auch wenn mein eigener Rechner nur über einen 64-Bit-Prozessor verfügt.
 
-  \section{Erg�nzungen und Ausblicke}
+  \section{Ergänzungen und Ausblicke}
 
   \subsection{String-Operationen}
 
-  Die Include-Datei \file{string.h} deklariert eine Sammlung n�tzlicher Funktionen
-  f�r den Umgang mit Strings (\lstinline{char *}).
+  Die Include-Datei \file{string.h} deklariert eine Sammlung nützlicher Funktionen
+  für den Umgang mit Strings (\lstinline{char *}).
 
   In den Sortierprogrammen \file{sort-\lstinline{*}.c} wurde davon bereits
   die Funktion \lstinline{strcmp()} verwendet.
 
-  \lstinline{strcmp (foo, bar)} liefert den Wert \lstinline{-1} zur�ck,
+  \lstinline{strcmp (foo, bar)} liefert den Wert \lstinline{-1} zurück,
   wenn der String \lstinline{foo} alphabetisch kleiner ist als der String \lstinline{bar},
-  sie liefert \lstinline{0} zur�ck, wenn beide Strings gleich sind,
-  und sie liefert \lstinline{1} zur�ck, wenn \lstinline{foo} alphabetisch gr��er ist als \lstinline{bar}.
+  sie liefert \lstinline{0} zurück, wenn beide Strings gleich sind,
+  und sie liefert \lstinline{1} zurück, wenn \lstinline{foo} alphabetisch größer ist als \lstinline{bar}.
 
   \subsection{Dateien}
 
@@ -4424,79 +4423,79 @@
       die in eine Datei \file{hello.txt} anstelle der Standardausgabe schreibt.
 
       \begin{experts}
-        Auch die Standardausgabe ist �brigens eine "`normale"' Datei.
-        \lstinline{printf (foo)} ist nur eine Abk�rzung f�r \lstinline{fprintf (stdout, foo)}.
+        Auch die Standardausgabe ist übrigens eine "`normale"' Datei.
+        \lstinline{printf (foo)} ist nur eine Abkürzung für \lstinline{fprintf (stdout, foo)}.
       \end{experts}
     \item
       \file{fread-1.c} zeigt, wie man zeilenweise aus einer Textdatei liest.
 
-      Dieses Programm pr�ft nicht, ob die Datei tats�chlich
-      erfolgreich ge�ffnet werden konnte.
-      Dies hat zur Folge, da� im Fehlerfall versucht wird,
+      Dieses Programm prüft nicht, ob die Datei tatsächlich
+      erfolgreich geöffnet werden konnte.
+      Dies hat zur Folge, daß im Fehlerfall versucht wird,
       auf einen \lstinline{NULL}-Pointer zuzugreifen -- also einen Absturz.
 
       Das Programm ist somit grob fehlerhaft.
     \item
       \file{fread-2.c} zeigt, wie es besser geht:
-      Wenn die Datei nicht ge�ffnet werden kann,
+      Wenn die Datei nicht geöffnet werden kann,
       wird eine Fehlermeldung ausgegeben und das Programm kontrolliert beendet.
 
       Es besteht aber weiterhin ein Problem:
       Die Fehlerursache "`Datei nicht gefunden"' wurde lediglich geraten.
       Sie kann falsch sein und somit, anstatt hilfreich zu sein,
-      den Benutzer in die Irre f�hren.
+      den Benutzer in die Irre führen.
 
       Auch dieses Programm ist also noch grob fehlerhaft.
     \item
       \file{fread-3.c} zeigt die korrekte Vorgehensweise:
       Mit Hilfe der Systemvariablen \lstinline{errno} (deklariert in \file{errno.h})
       und der Funktion \lstinline{strerror()} (deklariert in \file{string.h})
-      wird gepr�ft, welcher Fehler vorliegt.
+      wird geprüft, welcher Fehler vorliegt.
       Anhand dieser Information wird dann die vom Betriebssystem
-      f�r diesen Fall vorgesehene Fehlermeldung ausgegeben.
+      für diesen Fall vorgesehene Fehlermeldung ausgegeben.
   \end{itemize}
 
-  Dieselben �berlegungen zur Fehlerbehandlung gelten nat�rlich auch
-  f�r das �ffnen einer Datei zum Schreiben, hier also auch f�r \file{fhello.c}.
+  Dieselben Überlegungen zur Fehlerbehandlung gelten natürlich auch
+  für das Öffnen einer Datei zum Schreiben, hier also auch für \file{fhello.c}.
 
   \subsection{Objektorientierte Programmierung}
 
   In Abschnitt \ref{Strukturen} haben wir Funktionen geschrieben,
   die eine \lstinline{struct}-Variable bearbeiten.
 
-  Das Konzept, Funktionen m�glichst eng mit den Daten zu b�ndeln,
+  Das Konzept, Funktionen möglichst eng mit den Daten zu bündeln,
   die sie bearbeiten, ist ein wichtiger Aspekt der \newterm{objektorientierten Programmierung}.
 
   Das Beispielprogramm \file{dates-1.c} illustriert einen Satz von Funktionen
   zur Bearbeitung von \file{date}-Objekten, sog.\ \newterm{Methoden}.
   Methoden erwarten als "`standardisierten"' ersten Parameter das Objekt:
   einen Zeiger \lstinline{this} auf ein C-\lstinline{struct}.
-  Wenn der Satz von Funktionen vollst�ndig ist, ist es nicht mehr n�tig,
+  Wenn der Satz von Funktionen vollständig ist, ist es nicht mehr nötig,
   direkt auf die Datenfelder des \lstinline{struct}s zuzugreifen.
   Dies nennt man \newterm{Kapselung}.
 
   Viele Sprachen (z.\,B.\ C++ als Weiterentwicklung von C)
-  unterst�tzen objektorientierte Programmierung durch Sprachelemente.
+  unterstützen objektorientierte Programmierung durch Sprachelemente.
   In diesen Sprachen ist der \lstinline{this}-Parameter i.\,d.\,R.\ nicht sichtbar,
   sondern implizit.
 
   Das Beispielprogramm \file{dates-2.c} geht noch einen Schritt weiter
   und verankert im Objekt Zeiger auf Methoden -- sog.\ \newterm{virtuelle Methoden}.
-  Dieses mit den Callback-Funktionen vergleichbare Konzept erm�glicht es,
+  Dieses mit den Callback-Funktionen vergleichbare Konzept ermöglicht es,
   verschiedenen, miteinander "`verwandten"' Objekten Methoden mit gleichen Namen
   zuzuordnen, die sich aber unterschiedlich verhalten.
   Dies nennt man \newterm{Polymorphie}.
 
   Wenn die o.\,a.\ "`Verwandschaft"' von Objekten darin besteht,
-  da� das eine Objekt ein anderes erweitert (zus�tzliche Datenfelder und Methoden,
-  evtl.\ ver�nderte, \newterm{�berschriebene\/} virtuelle Methoden),
+  daß das eine Objekt ein anderes erweitert (zusätzliche Datenfelder und Methoden,
+  evtl.\ veränderte, \newterm{überschriebene\/} virtuelle Methoden),
   spricht man von \newterm{Vererbung}.
   Das Objekt, das erweitert wird, ist der \newterm{Vorfahre\/} des anderen Objekts.
 
-  In Sprachen wie C, die keine Sprachelemente f�r objektorientierte Programmierung
-  zur Verf�gung stellen, kann dennoch Objektorientierung "`zu Fu�"' erreicht werden.
+  In Sprachen wie C, die keine Sprachelemente für objektorientierte Programmierung
+  zur Verfügung stellen, kann dennoch Objektorientierung "`zu Fuß"' erreicht werden.
   Die GUI-Bibliothek GTK+,
-  die urspr�nglich f�r das Bildverarbeitungsprogramm GIMP entwickelt wurde,
+  die ursprünglich für das Bildverarbeitungsprogramm GIMP entwickelt wurde,
   inzwischen aber in zahlreichen Programmen (z.\,B.\ Mozilla Firefox) ihren Dienst tut,
   funktioniert auf diese Weise.
 
-- 
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