Using any prime number desired, a general system of linear equations may be solved. The Eight-Step method is once again used to find all inverses. If a given system has no ...

An integrated first-year curriculum in science, engineering and mathematics at Rose-Hulman Institute of Technology emphasizes the links between such subjects as calculus, ...

The paper gives a computational method for solving Diophantine equations ax^k - by^k = K for certain a, b, and K. The method is based on an effective irrationality measure ...

This example uses the Mathematica application package AceGen to generate and verify a C program that solves a system of nonlinear equations.

This presentation is an introduction to some of the computation and image processing capabilities of Mathematica. I show how one can take a couple of pictures of a Rubik's ...

A comprehensive set of transmutation chain benchmark problems for numerically validating methods for solving burnup equations was created. These benchmark problems were ...

We recast the well-known Numerov method for solving Schr€odinger’s equation into a representation of the kinetic energy operator on a discrete lattice. With just a few ...

A component of a new environment for the numerical solution of ordinary differential equations in Mathematica is outlined. We briefly describe how special purpose integration ...

Polymer calendering is an important industrial technique. We show how one can obtain the point of departure and the pressure distribution in a Calendered Sheet using ...

Using Mathematica 3.0, the Schrödinger equation for bound states is solved. The method of solution is based on a numerical integration procedure together with convexity ...