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MathLink to IBM techexplorer   (MathSource: Packages and Programs)
TAMthLnk is a simple example of using MathLink to connect IBM techexplorer to the Mathematica kernel. ReadMe.txt contains information about building the project. ...
Introduction to the Use of ...   (MathSource: Packages and Programs)
This notebook provides physical chemistry students with an introduction to the use of numerical integration methods in chemical kinetics. Results from a simple numerical ...
Here are some useful tools and tricks that have been discussed recently in the MathGroup: A method for users of non-notebook front ends to save the inputs from a session and ...
Suitable for use in a one-semester introduction for advanced undergraduates. Emphasizes relativity and symmetry in developing the theory of electrodynamics. Makes many ...
XML and Mathematica   (Articles)
Using Mathematica, you can import and transform arbitrary XML documents, export notebooks as XML files, and work with popular XML formats such as SVG and MathML. This article ...
Tools for Analyzing Discrete ...   (MathSource: Packages and Programs)
These notebooks are intended to help the user explore concepts in discrete dynamical systems. They were developed for use with the text A First Course in Discrete Dynamical ...
Class Material Creation for Primary ...   (MathSource: Packages and Programs)
This application is intended for Primary school (in the USA grade school) teachers as an aid in preparing classroom and homework material. It consists of a number of packages ...
Shadowing Fix   (MathSource: Packages and Programs)
ShadowFix is a notebook that catches problems associated with forgetting to load a package before attempting to use some of its functionality. When added to an init.m file, ...
Compatible with Mathematica 3.0. Includes coverage of various paradigms of programming, including logic programming, higher-order functions, combinatory algebras, and Turing ...
Stokes' Theorem   (Technical Notes)
Green's Theorem expresses the line integral of a vector field around a closed plane curve in terms of the double integral over the region bounded by the curve. This notebook ...
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