[
Contents
][
Index
]
Short Table of Contents
1 Introduction to Maxima
2 Bug Detection and Reporting
3 Help
4 Command Line
5 Data Types and Structures
6 Expressions
7 Operators
8 Evaluation
9 Simplification
10 Mathematical Functions
11 Maxima’s Database
12 Plotting
13 File Input and Output
14 Polynomials
15 Special Functions
16 Elliptic Functions
17 Limits
18 Differentiation
19 Integration
20 Equations
21 Differential Equations
22 Numerical
23 Matrices and Linear Algebra
24 Affine
25 itensor
26 ctensor
27 atensor
28 Sums, Products, and Series
29 Number Theory
30 Symmetries
31 Groups
32 Runtime Environment
33 Miscellaneous Options
34 Rules and Patterns
35 Sets
36 Function Definition
37 Program Flow
38 Debugging
39 alt-display
40 asympa
41 augmented_lagrangian
42 Bernstein
43 bitwise
44 bode
45 celine
46 clebsch_gordan
47 cobyla
48 combinatorics
49 contrib_ode
50 descriptive
51 diag
52 distrib
53 draw
54 drawdf
55 dynamics
56 engineering-format
57 ezunits
58 f90
59 finance
60 fractals
61 Gentran
62 ggf
63 graphs
64 grobner
65 hompack
66 impdiff
67 interpol
68 lapack
69 lbfgs
70 lindstedt
71 linearalgebra
72 lsquares
73 minpack
74 makeOrders
75 mnewton
76 numericalio
77 odepack
78 operatingsystem
79 opsubst
80 orthopoly
81 pytranslate
82 quantum_computing-pkg
83 ratpow
84 romberg
85 simplex
86 simplification
87 solve_rec
88 stats
89 stirling
90 stringproc
91 to_poly_solve
92 unit
93 wrstcse
94 zeilberger
95 Error and warning messages
96 Command-line options
Appendix A Function and Variable Index
B Documentation Categories
[
Contents
][
Index
]