Mathematica has the most powerful integration system. For example, Integrate (in the upcoming version) can evaluate more than 95 percent of the indefinite integrals from the ...

Many important classes of optimization problems are discrete in nature. Examples are the standard problems of integer programming (including the ever-important "knapsack ...

The material presented in this paper is part of a research project of the Swiss Distance University of Applied Sciences called webSolutions, which deals with the development ...

This book demonstrates how to generate graphic images using Mathematica. The programs used to generate these graphics are easily adaptable to many variations, and a range of ...

This is the first of two articles describing how tessellations can be defined and drawn using Mathematica. It contains functions that can be used to define and draw tilings ...

This hands-on session is aimed at those interested in the use of Mathematica in education. Harnessing the new features of a developmental version of Mathematica, the ...

We present a new method for solving regular boundary value problems for linear ordinary differential equations with constant coefficients (the case of variable coefficients ...

The material presented in this paper is part of a research project of the Swiss Distance University of Applied Sciences called webSolutions [www.webmath.ch] which deals with ...

When analysing quantum systems in Quantum Information Theory it is sometimes necessary to compute the amount of entanglement that exists between two qubits. For example, ...

Two formulae expressing explicitly the difference derivatives and the moments of a discrete orthogonal polynomials {P-n(x): Meixner, Kravchuk and Charlier} of any degree and ...