Many people routinely make good use of Mathematica's built-in functions. It is less well known when and how to utilize more exotic programming methodologies such as hash ...

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

This notebook is an example of using Mathematica for doing geometric ray-tracing. LensLab defines a set of functions for designing optical systems, including lenses, mirrors, ...

A “3D” Mathematica-generated picture of monopoles and Dirac strings in $D=2+1$ compact QED is given. In the Villian approximation, the monopole part of the partition ...

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

Theoretical studies of atomic and molecular clusters often seek to explain structure, dynamics, and thermodynamics in terms of the underlying potential energy surface and the ...

The programming features of Mathematica allow one to augment this symbolic computing package with a variety of data analysis tools. Shown here are brief programs for kernel ...

Over the last two decades anomalous relaxation and diffusion processes have been studied from both the experimental and theoretical point of view. Anomalous transport ...

Understanding lengthy mathematical proofs requires strong concentration. Authors must efficiently map whole logical structures into sequential texts. One way to ease such ...

The time evolution of a Guassian wave packet of an electron, which is confined in a quantum dot subjected to uniform magnetic fields, is analytically studied in terms of the ...