Maxima Manual

MAXIMA is a fairly complete computer algebra system.

This system MAXIMA is a COMMON LISP implementation due to William F. Schelter, and is based on the original implementation of Macsyma at MIT, as distributed by the Department of Energy. I now have permission from DOE to make derivative copies, and in particular to distribute it under the GNU public license. See the file COPYING included in the distribution. Thus these files may now be redistributed under the terms of GNU public license.

Introduction to MAXIMA
Bug Detection and Reporting
- Introduction to Bug Detection and Reporting
- Definitions for Bug Detection and Reporting
Help
- Introduction to Help
- Lisp and Maxima
- Garbage Collection
- Documentation
- Definitions for Help
Command Line
- Introduction to Command Line
- Definitions for Command Line
Operators
- NARY
- NOFIX
- OPERATOR
- POSTFIX
- PREFIX
- Definitions for Operators
Expressions
- Introduction to Expressions
- ASSIGNMENT
- COMPLEX
- INEQUALITY
- SYNTAX
- Definitions for Expressions
Simplification
- Definitions for Simplification
Plotting
- Definitions for Plotting
Input and Output
- Introduction to Input and Output
- FILES
- PLAYBACK
- Definitions for Input and Output
Floating Point
- Definitions for Floating Point
Contexts
- Definitions for Contexts
Polynomials
- Introduction to Polynomials
- Definitions for Polynomials
Constants
- Definitions for Constants
Logarithms
- Definitions for Logarithms
Trigonometric
- Introduction to Trigonometric
- Definitions for Trigonometric
Special Functions
- Introduction to Special Functions
- GAMALG
- SPECINT
- Definitions for Special Functions
Orthogonal Polynomials
- Introduction to Orthogonal Polynomials
- Definitions for Orthogonal Polynomials
Elliptic Functions
- Introduction to Elliptic Functions and Integrals
- Definitions for Elliptic Functions
- Definitions for Elliptic Integrals
Limits
- Definitions for Limits
Differentiation
- Definitions for Differentiation
Integration
- Introduction to Integration
- Definitions for Integration
Equations
- Definitions for Equations
Differential Equations
- Definitions for Differential Equations
Numerical
- Introduction to Numerical
- DCADRE
- FOURIER
- NDIFFQ
- Definitions for Numerical
Statistics
- Definitions for Statistics
Arrays and Tables
- Definitions for Arrays and Tables
Matrices and Linear Algebra
- Introduction to Matrices and Linear Algebra
  - DOT
  - VECTORS
- Definitions for Matrices and Linear Algebra
Affine
- Definitions for Affine
Tensor
- Introduction to Tensor
- Definitions for Tensor
Ctensor
- Introduction to Ctensor
- Definitions for Ctensor
Series
- Introduction to Series
- Definitions for Series
Number Theory
- Definitions for Number Theory
Symmetries
- Definitions for Symmetries
Groups
- Definitions for Groups
Runtime Environment
- Introduction for Runtime Environment
- INTERRUPTS
- Definitions for Runtime Environment
Miscellaneous Options
- Introduction to Miscellaneous Options
- SHARE
- Definitions for Miscellaneous Options
Rules and Patterns
- Introduction to Rules and Patterns
- Definitions for Rules and Patterns
Lists
- Introduction to Lists
- Definitions for Lists
Function Definition
- Introduction to Function Definition
- FUNCTION
- MACROS
  - Semantics
  - SIMPLIFICATION
- OPTIMIZATION
- Definitions for Function Definition
Program Flow
- Introduction to Program Flow
- Definitions for Program Flow
Debugging
- Source Level Debugging
- Keyword Commands
- Definitions for Debugging
Indices
Function and Variable Index

This document was generated on 20 September 2004 using the texi2html translator version 1.51a.