This package defines breadth-first, depth-first, hill climbing, and simulated annealing search techniques in the Mathematica programming language. These search techniques ...

ArrowExtended.m extends some of the functionality of the Graphics`Arrow` package so that the HeadShape option can include Splines, Polygons with Splines, Plot, and ...

This book concentrates on Mathematica's numerical mathematics capabilities. The available types of arithmetic (machine, high-precision, and interval) are introduced, ...

Stokesian Dynamics, a method developed by Brady and Bossis in the 80s, simulate the 3D motion of hydrodynamically interacting spheres at low Reynolds numbers. The present ...

The five notebooks solve several process design problems. These examples were originally provided as applications of process design optimization by Edgar, Himmelblau and ...

Gettting data in a form that can be used for data analysis can be a time consuming project by itself. Data sources can include text based documents such as letters, emails ...

We study four non-Newtonian fluid mechanics problems using Mathematica. Constitutive equations describing the behavior of power-law, Bingham and Carreau models are recalled. ...

Abstract The quantum mechanics of two- and three-dimensional nano-structures (artificial atoms) is a hot topic in physics. Mathematica's gigaNumerics project makes it ...

Whether you need to understand how to maximize the performance of a car, the reliability of a welding system, or the effect of a new drug, dynamic modeling and simulation is ...

The density matrix expansion (DME) of Negele and Vautherin is a convenient tool to map finite-range physics associated with vacuum two- and three-nucleon interactions into ...