Paper and accompanying talk presented at SCI 2000 (July 2000, Orlando, Florida) Abstract: Systems of algebraic equations with finitely many solutions arise in many areas of ...

Also available in Japanese http://library.wolfram.com/howtos/diffeq/index.ja.html

This talk will give an overview for solving differential algebraic equations (DAEs) using NDSolve. Unlike ODEs, the solution of DAEs require a number of pre-processing steps ...

The package LESolver.m (Laplace Equation Solve) contains Mathematica code that solves the Laplace equation in two dimensions for a simply connected region with Dirichlet ...

The DSolve function provides exact solutions for a variety of ordinary differential equations, partial differential equations and differential-algebraic equations. We will ...

Originally written for the purpose of solving a system of differential equations arising from a model of the budding yeast cell cycle, RestartingNDSolve automates the process ...

This article describes a function named RestartingNDSolve, which automates the process of restarting NDSolve when a given condition on the solution is satisfied. This ...

The package extends the built-in function NDSolve to deal with delay differential equations.Updated package -- March 8, 2004

The main content of this package is EigenNDSolve, a function that numerically solves eigenvalue differential equations. EigenNDSolve uses a spectral expansion in Chebyshev ...

In this presentation, we describe the functionalities and the implementation of the Mathematica interface to the C++ ALIAS library dedicated to solving systems with interval ...