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Maxima Manual

Table of Contents

1. Introduction to MAXIMA
2. Help

2.1 Introduction to Help
2.2 Lisp and Maxima
2.3 Garbage Collection
2.4 Documentation
2.5 Definitions for Help

3. Command Line

3.1 Introduction to Command Line
3.2 Definitions for Command Line

4. Operators

4.1 NARY
4.2 NOFIX
4.3 OPERATOR
4.4 POSTFIX
4.5 PREFIX
4.6 Definitions for Operators

5. Expressions

5.1 Introduction to Expressions
5.2 ASSIGNMENT
5.3 COMPLEX
5.4 INEQUALITY
5.5 SYNTAX
5.6 Definitions for Expressions

6. Simplification

6.1 Definitions for Simplification

7. Plotting

7.1 Definitions for Plotting

8. Input and Output

8.1 Introduction to Input and Output
8.2 FILES
8.3 PLAYBACK
8.4 Definitions for Input and Output

9. Floating Point

9.1 Definitions for Floating Point

10. Contexts

10.1 Definitions for Contexts

11. Polynomials

11.1 Introduction to Polynomials
11.2 Definitions for Polynomials

12. Constants

12.1 Definitions for Constants

13. Logarithms

13.1 Definitions for Logarithms

14. Trigonometric

14.1 Introduction to Trigonometric
14.2 Definitions for Trigonometric

15. Special Functions

15.1 Introduction to Special Functions
15.2 GAMALG
15.3 SPECINT
15.4 Definitions for Special Functions

16. Orthogonal Polynomials

16.1 Introduction to Orthogonal Polynomials
16.2 Definitions for Orthogonal Polynomials

17. Limits

17.1 Definitions for Limits

18. Differentiation

18.1 Definitions for Differentiation

19. Integration

19.1 Introduction to Integration
19.2 Definitions for Integration

20. Equations

20.1 Definitions for Equations

21. Differential Equations

21.1 Definitions for Differential Equations

22. Numerical

22.1 Introduction to Numerical
22.2 DCADRE
22.3 ELLIPT
22.4 FOURIER
22.5 NDIFFQ
22.6 Definitions for Numerical

23. Statistics

23.1 Definitions for Statistics

24. Arrays and Tables

24.1 Definitions for Arrays and Tables

25. Matrices and Linear Algebra

25.1 Introduction to Matrices and Linear Algebra

25.1.1 DOT
25.1.2 VECTORS

25.2 Definitions for Matrices and Linear Algebra

26. Affine

26.1 Definitions for Affine

27. Tensor

27.1 Introduction to Tensor
27.2 Definitions for Tensor

28. Ctensor

28.1 Introduction to Ctensor
28.2 Definitions for Ctensor

29. Series

29.1 Introduction to Series
29.2 Definitions for Series

30. Number Theory

30.1 Definitions for Number Theory

31. Symmetries

31.1 Definitions for Symmetries

32. Groups

32.1 Definitions for Groups

33. Runtime Environment

33.1 Introduction for Runtime Environment
33.2 INTERRUPTS
33.3 Definitions for Runtime Environment

34. Miscellaneous Options

34.1 Introduction to Miscellaneous Options
34.2 SHARE
34.3 Definitions for Miscellaneous Options

35. Rules and Patterns

35.1 Introduction to Rules and Patterns
35.2 Definitions for Rules and Patterns

36. Lists

36.1 Introduction to Lists
36.2 Definitions for Lists

37. Function Definition

37.1 Introduction to Function Definition
37.2 FUNCTION
37.3 MACROS

37.3.1 Semantics
37.3.2 SIMPLIFICATION

37.4 OPTIMIZATION
37.5 Definitions for Function Definition

38. Program Flow

38.1 Introduction to Program Flow
38.2 Definitions for Program Flow

39. Debugging

39.1 Source Level Debugging
39.2 Keyword Commands
39.3 Definitions for Debugging

40. Indices
A. Function and Variable Index