We show how high-precision values of the coefficients of power series expansions of functions related to Riemann's Zeta function may be calculated. We also show how the ...

Rule-based programming with Mathematica provides efficient templates for creating cellular automata, including the famous Game of Life. Contents: a scientific definition of a ...

Memory functions entering the generalized master equations are calculated for trimer, with the sink in the center. The whole dynamics of the system -- coherent transfer, ...

MathLive adds to Mathematica the ability to create rendered three-dimensional graphics that can be manipulated in real time. This article shows how to use MathLive ...

Lie algebraic deflection aberration theory is employed to derive high-order canonical aberrations of combined magnetic focusing-deflection systems. With the aid of the ...

The statistical nature of geometry and constitutive properties of engineering systems introduces stochastic nonlinearity in design response variables. After the mean and the ...

The Lyapunov characteristic exponents play a crucial role in the description of the behavior of dynamical systems. They measure the average rate of divergence or convergence ...

Uses the FastBinaryFiles package (item 354) to provide fast access to the native binary file format (extension .bwav) of the Igor graphics and data analysis package for ...

Before creating Mathematica, Stephen Wolfram was well known in the scientific community for his groundbreaking work in the study of complexity and cellular automata. His work ...

StipplePoly is a function which allows you to generate a "transparent" polygon which can then be displayed using Show. The function takes three required arguments, the center ...