Version 2.0's new Module function permits true static scoping. Also: using pipes to enhance functional programming.

The use of rational approximants to simulate the natural boundary of a function is examined. Determination of the poles of the approximants illustrates the enormous power of ...

A cultural icon of the 1960s is resurrected in digital form. Functions to generate a lava lamp animation are presented, and an alternate embodiment of lava is discussed.

Intended for beginning and intermediate Mathematica users. In addition to covering Mathematica's numeric and symbolic capabilities, this book also emphasizes graphics and ...

A basic introduction to Mathematica. Illustrates the use of the front end, basic functions for numeric and symbolic calculations, graphics, sounds, and various programming ...

This notebook illustrates how to write a Mathematica function that replicates the FindMinimum[] operation using the compilable subset.

Students will understand how to identify translations of graphs. Conversely, students will be able to create graphs from basic functions using the rules of shifting.

Take your ideas to production. Get hands-on experience with the methods and tools for extending Mathematica, from functions to applications, palettes to documentation, and ...

This package defines a number of functions which facilitate working with Ptolemy's trigonometry. It was written for the student of Ptolemy's mathematical astronomy, ...

The Hiller-Sucher-Feinberg (HSF) identity for matrix elements of Dirac's delta-function is used to obtain an alternative equation for the electron density. Asymptotics of the ...