The talk will highlight some of the features that .NET/Link provides for calling into the Mathematica kernel from a C# program. Several examples of instant visualizations in ...

The classical algebraic modelling approach for integer programming (IP) is not suitable for some real world IP problems, since the algebraic formulations allow only for the ...

The Galois Field package is an implementation of finite fields in Mathematica. The package uses the same operations as Mathematica itself (i.e., +,-,*,/ ,^): this requires ...

One of the most useful, but posibly least used, features of Mathematica is the ability to include active elements known as buttons in a notebook. Clicking on a button can ...

SeriesSolve finds series solutions to algebraic equations and systems. Procedure is fully documented in standard Mathematica help files. For more information please see the ...

This talk will cover various aspects of symbolic definite integration. We will briefly outline methods used by Mathematica. We then proceed to illustrate some of the ...

Most experienced Mathematica programmers will eventually encounter tasks or applications in which they need to manipulate expressions without letting them evaluate. For ...

Recent years have witnessed renewed developments of the rule-based programming style, addressing both its theoretical foundations and its practical implementations. New ...

A Mathematica package to deal with a system of partial differential equations (PDEs) is presented. This package uses explicit finite-difference schemes to handle equations in ...

VisualDSolve is a Mathematica ebook and accompanying package showing how Mathematica's visualization tools can be used to enhance the viewing of solutions to differential ...