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[Maxima-commits] CVS: maxima/doc/info/de maxima.texi,1.8,1.9
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From: Dieter K. <cra...@us...> - 2010-10-17 10:54:38
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Update of /cvsroot/maxima/maxima/doc/info/de In directory sfp-cvsdas-4.v30.ch3.sourceforge.com:/tmp/cvs-serv30593/doc/info/de Modified Files: maxima.texi Log Message: Replacing maxima.texi. The files are included from the file include-maxima.de.texi. Index: maxima.texi =================================================================== RCS file: /cvsroot/maxima/maxima/doc/info/de/maxima.texi,v retrieving revision 1.8 retrieving revision 1.9 diff -u -d -r1.8 -r1.9 --- maxima.texi 16 Nov 2007 15:33:11 -0000 1.8 +++ maxima.texi 17 Oct 2010 10:54:29 -0000 1.9 @@ -1,800 +1,6 @@ \input texinfo -@c -*-texinfo-*- - -@c 2000-04-17 Jim Van Zandt <jr...@va...> Added header, -@c info directory entry, reference to introduction chapter, and menu -@c descriptions. Rearranged chapters. - -@c to update the menus do: -@c (texinfo-multiple-files-update "maxima.texi" t t) -@c -@c texinfo-multiple-files-update will delete the detailed node listing! - - -@c %**start of header @setfilename maxima.info -@synindex vr fn -@settitle Maxima Handbuch -@c %**end of header -@setchapternewpage odd -@ifinfo -This is a Texinfo Maxima Manual - -Copyright 1994,2001 William F. Schelter - -@format -START-INFO-DIR-ENTRY -@c * Maxima: (maxima). Ein Computer Algebra System. -END-INFO-DIR-ENTRY -@end format -@end ifinfo - -@ifinfo -@macro var {expr} -<\expr\> -@end macro -@end ifinfo - -@titlepage -@sp 10 -@comment The title is printed in a large font. -@center @titlefont{Maxima Handbuch} -@page -@vskip 0pt plus 1filll -Maxima ist ein Computer Algebra System, implementiert in Lisp. - -Maxima ist aus dem Macsyma System abgeleitet, -das in den Jahren 1968 bis 1982 am MIT als Teil des MAC Projekts entwickelt wurde. -Das MIT @"ubergab 1982 dem Department of Energy einen Teil des Macsyma Quellcodes; -diese Version ist heute bekannt als DOE Macsyma. -Eine Kopie des DOE Macsyma wurde von Professor William F. Schelter -von der University of Texas von 1982 bis zu seinem Tod im Jahre 2001 gepflegt. -Im Jahre 1998 erhielt Schelter vom Department of Energy die Erlaubnis, -den DOE Macsyma Quellcode unter der GNU Public License zu ver@"offentlichen -und im Jahre 2000 initiierte er das Maxima Projekt bei SourceForge, -um das DOE Macsyma, heute Maxima genannt, zu pflegen und weiterzuentwickeln. - -@end titlepage - -@summarycontents -@contents - -@ifnottex -@node Top, Einf@"uhrung in Maxima, (dir), (dir) -@top - -Maxima ist ein Computer Algebra System, implementiert in Lisp. - -Maxima ist aus dem Macsyma System abgeleitet, -das in den Jahren 1968 bis 1982 am MIT als Teil des MAC Projekts entwickelt wurde. -Das MIT @"ubergab 1982 dem Department of Energy einen Teil des Macsyma Quellcodes; -diese Version ist heute bekannt als DOE Macsyma. -Eine Kopie des DOE Macsyma wurde von Professor William F. Schelter -von der University of Texas von 1982 bis zu seinem Tod im Jahre 2001 gepflegt. -Im Jahre 1998 erhielt Schelter vom Department of Energy die Erlaubnis, -den DOE Macsyma Quellcode unter der GNU Public License zu ver@"offentlichen -und im Jahre 2000 initiierte er das Maxima Projekt bei SourceForge, -um das DOE Macsyma, heute Maxima genannt, zu pflegen und weiterzuentwickeln. -@end ifnottex - -@c includes - -@menu -Maxima Infrastruktur - -* Einf@"uhrung in Maxima:: Beispiele f@"ur Sitzungen in Maxima. (Deutsch) -* Erkennung und Meldung von Programmfehlern:: Programmfehler in Maxima finden und berichten. (Deutsch) -* Hilfe:: In einer Maxima-Sitzung nach Hilfe fragen. (Deutsch) -* Kommandozeile:: Syntax der Kommandozeile in Maxima. (Deutsch) -@c * Operators:: Operators used in Maxima expressions. -* Ausdr@"ucke:: Ausdr@"ucke in Maxima. (Deutsch) -@c * Simplification:: Simplifying expressions. -@c * Plotting:: 2D and 3D graphical output. -@c * Input and Output:: File input and output. -* Gleitkommazahlen:: Einfachste numerische Routinen. (Deutsch) -@c * Contexts:: Sets of assumed facts. - -Hilfen f@"ur spezielle Gebiete der Mathematik - -@c * Polynomials:: Standard forms for polynomials, and -@c functions operating on them. -* Konstanten:: Numerische Konstanten. (Deutsch) -@c * Logarithms:: Manipulation of expressions involving -@c logarithms. -@c * Trigonometric:: Manipulating expressions with trig and -@c inverse trig functions. -@c * Special Functions:: Special functions -@c * Elliptic Functions:: Elliptic Functions and Integrals -@c * Limits:: Limits of expressions. -@c * Differentiation:: Differential calculus. -@c * Integration:: Integral calculus. -* Gleichungen:: Gleichungen definieren und l@"osen. (Deutsch) -@c * Differential Equations:: Defining and solving differential equations. -@c * Numerical:: Numerical integration, Fourier -@c transforms, etc. -@c * Arrays:: Creating and working with arrays. -@c * Matrices and Linear Algebra:: Matrix operations. -@c * Affine:: -@c * itensor:: Indicial Tensor Manipulation. -@c * ctensor:: Component Tensor Manipulation. -@c * atensor:: Algebraic Tensor Manipulation. -@c * Series:: Taylor and power series. -@c * Number Theory:: Number theory. -@c * Symmetries:: -@c * Groups:: Abstract algebra. - -Fortgeschrittene Hilfsmittel und Programmierung - -@c * Runtime Environment:: Customization of the Maxima environment. -@c * Miscellaneous Options:: Options with a global effect on Maxima. -@c * Rules and Patterns:: User defined pattern matching and -@c simplification rules. -@c * Lists:: Manipulation of lists. -@c * Sets:: Manipulation of sets. -* Funktionsdefinitionen:: Funktionen definieren und kompilieren. (Deutsch) -* Steuerstrukturen:: Maxima Programme definieren. (Deutsch) -@c * Debugging:: Debugging Maxima programs. - -Zus@"atzliche Pakete - -@c * augmented_lagrangian:: augmented_lagrangian package. -@c * bode:: Bode gain and phase plots. -@c * descriptive:: Descriptive statistics. -@c * diag:: Jordan matrices. -@c * distrib:: Probability distributions. -@c * dynamics:: Graphics for dynamical systems and fractals. -@c * eval_string:: Maxima expressions as strings. -@c * f90:: Maxima to fortran translator. -@c * ggf:: Generating function of sequences. -@c * impdiff:: Implicit derivatives. -@c * interpol:: Interpolation package. -@c * lindstedt:: Lindstedt package. -@c * linearalgebra:: Functions for linear algebra. -@c * lsquares:: Least squares. -@c * makeOrders:: Polynomial utility. -@c * mnewton:: Newton's method. -@c * numericalio:: Reading and writing files. -@c * opsubst:: Substitutions utility. -@c * orthopoly:: Orthogonal polynomials. -@c * plotdf:: Direction fields plots. -@c * simplex:: Linear programming. -@c * simplification:: Simplification rules and functions. -@c * solve_rec:: Linear recurrences. -@c * stirling:: Stirling formula. -@c * stringproc:: String processing. -@c * unit:: Units and dimensions package. -@c * zeilberger:: Functions for hypergeometric summation. - - -Index - -* Function and Variable Index:: Index. - -@comment @detailmenu -@c --- The Detailed Node Listing --- - -Introduction - -* Einf@"uhrung in Maxima:: - -Hilfe - -* Lisp und Maxima:: -* Speicherbereinigung:: -* Dokumentation:: -* Definitionen f@"ur die Hilfe:: - -Kommandozeile - -* Einf@"uhrung in die Kommandozeile:: -* Definitionen f@"ur die Kommandozeile:: - -Operators - -@c * nary:: -@c * nofix:: -@c * operator:: -@c * postfix:: -@c * prefix:: -@c * Definitions for Operators:: - -Ausdr@"ucke - -* Einf@"uhrung in Ausdr@"ucke:: -* Komplex:: -* Substantive und Verben:: -* Bezeichner:: -* Zeichenketten:: -* Ungleichheit:: -* Syntax:: -* Definitionen f@"ur Ausdr@"ucke:: - -Simplification - -@c * Definitions for Simplification:: - -Plotting - -@c * Definitions for Plotting:: - -Input and Output - -@c * Comments:: -@c * Files:: -@c * Definitions for Input and Output:: - -Gleitkommazahlen - -* Definitionen f@"ur Gleitkommazahlen:: - -Contexts - -@c * Definitions for Contexts:: - -Polynomials - -@c * Introduction to Polynomials:: -@c * Definitions for Polynomials:: - -Konstanten - -* Definitionen f@"ur Konstanten:: - -Logarithms - -@c * Definitions for Logarithms:: - -Trigonometric - -@c * Introduction to Trigonometric:: -@c * Definitions for Trigonometric:: - -Special Functions - -@c * Introduction to Special Functions:: -@c * specint:: -@c * Definitions for Special Functions:: - -Elliptic Functions - -@c * Introduction to Elliptic Functions and Integrals:: -@c * Definitions for Elliptic Functions:: -@c * Definitions for Elliptic Integrals:: - -Limits - -@c * Definitions for Limits:: - -Differentiation - -@c * Definitions for Differentiation:: - -Integration - -@c * Introduction to Integration:: -@c * Definitions for Integration:: - -Gleichungen - -* Definitionen f@"ur Gleichungen:: - -Differential Equations - -@c * Definitions for Differential Equations:: - -Numerical - -@c * Introduction to Numerical:: -@c * Fourier packages:: -@c * Definitions for Numerical:: -@c * Definitions for Fourier Series:: - -Arrays - -@c * Definitions for Arrays:: - -Matrices and Linear Algebra - -@c * Introduction to Matrices and Linear Algebra:: -@c * Dot:: -@c * Vectors:: -@c * eigen:: -@c * Definitions for Matrices and Linear Algebra:: - -Affine - -@c * Definitions for Affine:: - -itensor - -@c * Introduction to itensor:: -@c * Definitions for itensor:: - -ctensor - -@c * Introduction to ctensor:: -@c * Definitions for ctensor:: - -atensor - -@c * Introduction to atensor:: -@c * Definitions for atensor:: - -Series - -@c * Introduction to Series:: -@c * Definitions for Series:: - -Number Theory - -@c * Definitions for Number Theory:: - -Symmetries - -@c * Definitions for Symmetries:: - -Groups - -@c * Definitions for Groups:: - -Runtime Environment - -@c * Introduction for Runtime Environment:: -@c * Interrupts:: -@c * Definitions for Runtime Environment:: - -Miscellaneous Options - -@c * Introduction to Miscellaneous Options:: -@c * Share:: -@c * Definitions for Miscellaneous Options:: - -Rules and Patterns - -@c * Introduction to Rules and Patterns:: -@c * Definitions for Rules and Patterns:: - -Lists - -@c * Introduction to Lists:: -@c * Definitions for Lists:: - -Sets - -@c * Introduction to Sets:: -@c * Definitions for Sets:: - -Funktionsdefinitionen - -* Einf@"uhrung in Funktionsdefinitionen:: -* Funktionen:: -* Makros:: -* Definitionen f@"ur Funktionsdefinitionen:: - -Steuerstrukturen - -* Einf@"uhrung in Steuerstrukturen:: -* Definitionen f@"ur Steuerstrukturen:: - -Debugging - -@c * Definitions for Debugging:: - - -augmented_lagrangian - -@c * Definitions for augmented_lagrangian:: - -bode - -@c * Definitions for bode:: - -descriptive - -@c * Introduction to descriptive:: -@c * Definitions for data manipulation:: -@c * Definitions for descriptive statistics:: -@c * Definitions for specific multivariate descriptive statistics:: -@c * Definitions for statistical graphs:: - -diag - -@c * Definitions for diag:: - -distrib - -@c * Introduction to distrib:: -@c * Definitions for continuous distributions:: -@c * Definitions for discrete distributions:: - -dynamics - -@c * Introduction to dynamics:: -@c * Definitions for dynamics:: - -eval_string - -@c * Definitions for eval_string:: - -f90 - -@c * Definitions for f90:: - -ggf - -@c * Definitions for ggf:: - -impdiff - -@c * Definitions for impdiff:: - -interpol - -@c * Introduction to interpol:: -@c * Definitions for interpol:: - -lindstedt - -@c * Definitions for lindstedt:: - -linearalgebra - -@c * Introduction to linearalgebra:: -@c * Definitions for linearalgebra:: - -lsquares - -@c * Definitions for lsquares:: - -makeOrders - -@c * Definitions for makeOrders:: - -mnewton - -@c * Definitions for mnewton:: - -numericalio - -@c * Introduction to numericalio:: -@c * Definitions for numericalio:: - -opsubst - -@c * Definitions for opsubst:: - -orthopoly - -@c * Introduction to orthogonal polynomials:: -@c * Definitions for orthogonal polynomials:: - -plotdf - -@c * Introduction to plotdf:: -@c * Definitions for plotdf:: - -simplex - -@c * Introduction to simplex:: -@c * Definitions for simplex:: - -simplification - -@c * Introduction to simplification:: -@c * Definitions for simplification:: - -solve_rec - -@c * Introduction to solve_rec:: -@c * Definitions for solve_rec:: - -stirling - -@c * Definitions for stirling:: - -stringproc - -@c * Introduction to string processing:: -@c * Definitions for input and output:: -@c * Definitions for characters:: -@c * Definitions for strings:: - -unit - -@c * Introduction to Units:: -@c * Definitions for Units:: - -zeilberger - -@c * Introduction to zeilberger:: -@c * Definitions for zeilberger:: - -@comment @end detailmenu -@end menu - -@c Put the @node lines here, rather than in the @included files, -@c so emacs can automatically update them with C-c C-u C-e. -@c nota bene: C-c C-u C-a and texinfo-multiple-files-update will delete -@c the detailed node listing! - -@node Einf@"uhrung in Maxima, Erkennung und Meldung von Programmfehlern, Top, Top -@chapter Einf@"uhrung in Maxima -@include Introduction.texi - -@node Erkennung und Meldung von Programmfehlern, Hilfe, Einf@"uhrung in Maxima, Top -@chapter Erkennung und Meldung von Programmfehlern -@include Bugs.texi - -@node Hilfe, Kommandozeile, Erkennung und Meldung von Programmfehlern, Top -@chapter Hilfe -@include Help.texi - -@node Kommandozeile, Ausdr@"ucke, Hilfe, Top -@chapter Kommandozeile -@include Command.texi - -@c @node Operators, Ausdr@"ucke, Kommandozeile, Top -@c @chapter Operators -@c @include Operators.texi - -@node Ausdr@"ucke, Gleitkommazahlen, Kommandozeile, Top -@chapter Ausdr@"ucke -@include Expressions.texi - -@c @node Simplification, Plotting, Ausdr@"ucke, Top -@c @chapter Simplification -@c @include Simplification.texi - -@c @node Plotting, Input and Output, Simplification, Top -@c @chapter Plotting -@c @include Plotting.texi - -@c @node Input and Output, Gleitkommazahlen, Plotting, Top -@c @chapter Input and Output -@c @include Input.texi - -@node Gleitkommazahlen, Konstanten, Ausdr@"ucke, Top -@chapter Gleitkommazahlen -@include Floating.texi - -@c @node Contexts, Polynomials, Gleitkommazahlen, Top -@c @chapter Contexts -@c @include Contexts.texi - -@c @node Polynomials, Konstanten, Contexts, Top -@c @chapter Polynomials -@c @include Polynomials.texi - -@node Konstanten, Gleichungen, Gleitkommazahlen, Top -@chapter Konstanten -@include Constants.texi - -@c @node Logarithms, Trigonometric, Konstanten, Top -@c @chapter Logarithms -@c @include Logarithms.texi - -@c @node Trigonometric, Special Functions, Logarithms, Top -@c @chapter Trigonometric -@c @include Trigonometric.texi - -@c @node Special Functions, Elliptic Functions, Trigonometric, Top -@c @chapter Special Functions -@c @include Special.texi - -@c @node Elliptic Functions, Limits, Special Functions, Top -@c @chapter Elliptic Functions -@c @include Elliptic.texi - -@c @node Limits, Differentiation, Elliptic Functions, Top -@c @chapter Limits -@c @include Limits.texi - -@c @node Differentiation, Integration, Limits, Top -@c @chapter Differentiation -@c @include Differentiation.texi - -@c @node Integration, Gleichungen, Differentiation, Top -@c @chapter Integration -@c @include Integration.texi - -@node Gleichungen, Funktionsdefinitionen, Konstanten, Top -@chapter Gleichungen -@include Equations.texi - -@c @node Differential Equations, Numerical, Gleichungen, Top -@c @chapter Differential Equations -@c @include Differential.texi - -@c @include NonCommutative.texi - -@c @node Numerical, Arrays, Differential Equations, Top -@c @chapter Numerical -@c @include Numerical.texi - -@c @node Arrays, Matrices and Linear Algebra, Numerical, Top -@c @chapter Arrays -@c @include Arrays.texi - -@c @node Matrices and Linear Algebra, Affine, Arrays, Top -@c @chapter Matrices and Linear Algebra -@c @include Matrices.texi - -@c @node Affine, itensor, Matrices and Linear Algebra, Top -@c @chapter Affine -@c @include Affine.texi - -@c @node itensor, ctensor, Affine, Top -@c @chapter itensor -@c @include Itensor.texi - -@c @node ctensor, atensor, itensor, Top -@c @chapter ctensor -@c @include Ctensor.texi - -@c @node atensor, Series, ctensor, Top -@c @chapter atensor -@c @include Atensor.texi - -@c @node Series, Number Theory, atensor, Top -@c @chapter Series -@c @include Series.texi - -@c @node Number Theory, Symmetries, Series, Top -@c @chapter Number Theory -@c @include Number.texi - -@c @node Symmetries, Groups, Number Theory, Top -@c @chapter Symmetries -@c @include Symmetries.texi - -@c @node Groups, Runtime Environment, Symmetries, Top -@c @chapter Groups -@c @include Groups.texi - -@c @node Runtime Environment, Miscellaneous Options, Groups, Top -@c @chapter Runtime Environment -@c @include Runtime.texi - -@c @node Miscellaneous Options, Rules and Patterns, Runtime Environment, Top -@c @chapter Miscellaneous Options -@c @include Miscellaneous.texi - -@c @node Rules and Patterns, Lists, Miscellaneous Options, Top -@c @chapter Rules and Patterns -@c @include Rules.texi - -@c @node Lists, Sets, Rules and Patterns, Top -@c @chapter Lists -@c @include Lists.texi - -@c @node Sets, Funktionsdefinitionen, Lists, Top -@c @chapter Sets -@c @include nset.texi - -@node Funktionsdefinitionen, Steuerstrukturen, Gleichungen, Top -@chapter Funktionsdefinitionen -@include Function.texi - -@node Steuerstrukturen, Function and Variable Index, Funktionsdefinitionen, Top -@chapter Steuerstrukturen -@include Program.texi - -@c @node Debugging, augmented_lagrangian, Steuerstrukturen, Top -@c @chapter Debugging -@c @include Debugging.texi - -@c @node augmented_lagrangian, bode, Debugging, Top -@c @chapter augmented_lagrangian -@c @include augmented_lagrangian.texi - -@c @node bode, descriptive, augmented_lagrangian, Top -@c @chapter bode -@c @include bode.texi - -@c @node descriptive, diag, bode, Top -@c @chapter descriptive -@c @include descriptive.texi - -@c @node diag, distrib, descriptive, Top -@c @chapter diag -@c @include diag.texi - -@c @node distrib, dynamics, diag, Top -@c @chapter distrib -@c @include distrib.texi - -@c @node dynamics, eval_string, distrib, Top -@c @chapter dynamics -@c @include dynamics.texi - -@c @node eval_string, f90, dynamics, Top -@c @chapter eval_string -@c @include eval_string.texi - -@c @node f90, ggf, eval_string, Top -@c @chapter f90 -@c @include f90.texi - -@c @node ggf, impdiff, f90, Top -@c @chapter ggf -@c @include ggf.texi - -@c @node impdiff, interpol, ggf, Top -@c @chapter impdiff -@c @include impdiff.texi - -@c @node interpol, lindstedt, impdiff, Top -@c @chapter interpol -@c @include interpol.texi - -@c @node lindstedt, linearalgebra, interpol, Top -@c @chapter lindstedt -@c @include lindstedt.texi - -@c @node linearalgebra, lsquares, lindstedt, Top -@c @chapter linearalgebra -@c @include linearalgebra.texi - -@c @node lsquares, makeOrders, linearalgebra, Top -@c @chapter lsquares -@c @include lsquares.texi - -@c @node makeOrders, mnewton, lsquares, Top -@c @chapter makeOrders -@c @include makeOrders.texi - -@c @node mnewton, numericalio, makeOrders, Top -@c @chapter mnewton -@c @include mnewton.texi - -@c @node numericalio, opsubst, mnewton, Top -@c @chapter numericalio -@c @include numericalio.texi - -@c @node opsubst, orthopoly, numericalio, Top -@c @chapter opsubst -@c @include opsubst.texi - -@c @node orthopoly, plotdf, opsubst, Top -@c @chapter orthopoly -@c @include orthopoly.texi - -@c @node plotdf, simplex, orthopoly, Top -@c @chapter plotdf -@c @include plotdf.texi - -@c @node simplex, simplification, plotdf, Top -@c @chapter simplex -@c @include simplex.texi - -@c @node simplification, solve_rec, simplex, Top -@c @chapter simplification -@c @include simplifications.texi - -@c @node solve_rec, stirling, simplification, Top -@c @chapter solve_rec -@c @include solve_rec.texi - -@c @node stirling, stringproc, solve_rec, Top -@c @chapter stirling -@c @include stirling.texi - -@c @node stringproc, unit, stirling, Top -@c @chapter stringproc -@c @include stringproc.texi - -@c @node unit, zeilberger, stringproc, Top -@c @chapter unit -@c @include unit.texi - -@c @node zeilberger, Function and Variable Index, unit, Top -@c @chapter zeilberger -@c @include zeilberger.texi - -@node Function and Variable Index, , Steuerstrukturen, Top -@chapter Indices -@include Indices.texi - -@c end includes - +@documentencoding UTF-8 +@include include-maxima.de.texi @bye + |