An efficient method for solving parabolic partial differential equations is implemented in Mathematica using InterCall and an external C routine. As an application, the ...

Sometimes one must wrap the first argument of Plot and similar functions in Evaluate (see sections 1.9.1 and 2.5.5 of The Mathematica Book). A package called ...

A new stochastic collision model for molecular dynamics (MD) simulations at constant temperature is presented. It is based on impulsive collisions between system particles ...

The paper will give an application oriented introduction into symbolic analysis of analog electronic circuits. Starting with a brief review of the problems in current ...

The advance of a powerful software for symbolic and numerical computations such as Mathematica sheds a new light on a paper by Golub and Welsch from 1969. Based on this paper ...

Generally, various types of ultra-subharmonic motions can be observed in numerical simulations of periodically forced, non-linear oscillators. However, theoretical ...

Statistical methods to classify products as acceptable or not have been developed to insure an outgoing quality level under non-desctructive testing. Control procedures are ...

In this paper, we introduce the Banzhaf power indices for simple games on convex geometries. We define the concept of swing for these structures, obtaining convex swings. The ...

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 ...

The object-oriented programming style is becoming increasingly popular. It promises code reuse and easier maintenance of larger projects than is possible with traditional ...