Mathematica provides state-of-the-art fully automated visualization of vector functions and data—suitable for representing flows, field lines and other vector fields of any ...

Mathematica's dynamic interactivity system makes it easy to view and annotate any object in a dynamic way. Building on Mathematica's symbolic programming architecture, ...

Mathematica can automatically create sophisticated web content, with cascading styles, templating and many options. Its symbolic architecture allows arbitrary web structures ...

Mathematica's core tree-oriented symbolic language makes it uniquely suited to working with XML. Mathematica can not only import—from files or the web—arbitrary XML with any ...

Whether for simple annotation or to produce publication-quality plots, adding text outside the area of plots is one of many customization features that Mathematica provides ...

The Mathematica graphics language has many controls for preparing and laying out plots. Aligning plots is important when preparing graphics for presentation or publication.

Mathematica has many powerful features, to handle a wide range of statistical needs. Some of the most elementary are outlined below.

Even simple-looking limits are sometimes quite complicated to compute. Mathematica provides functionality to evaluate several kinds of limits.

Calculus lets you approximate complicated functions with power series. Mathematica lets you generate and work with power series for a huge range of functions.

The unified architecture of Mathematica is highly extensible, allowing you to connect to other systems and programs. Using the MathLink communication protocol, which operates ...