Mathematical Notation in Notebooks Special Characters Names of Symbols and Mathematical Objects

Supported Development Platforms Installing the MathLink Components Building MathLink Programs

Introduction Random Generation Functions Seeding and Localization

The Structure of Graphics Two-Dimensional Graphics Elements Graphics Directives and Options

Introduction Methods for Local Minimization Methods for Solving Nonlinear Equations

Verbatim patterns. Here the x_ in the rule matches any expression. The Verbatim tells Mathematica that only the exact expression x_ should be matched.

Introduction General String Patterns Regular Expressions

Like everything else in Mathematica the textual forms of expressions can themselves be represented as expressions. Textual forms that consist of one-dimensional sequences of ...

A graph with a certain property can often be built starting from another graph. They may be a subgraph of a larger graph, they can be incrementally modified by deleting or ...

Mathematica's symbolic architecture allows it to represent any equation as a symbolic expression that can be manipulated using any of Mathematica's powerful collection of ...