More than 200 years ago, Leonhard Euler posed the following problem: Given a chessboard of n times n squares, is it possible to find a path for the knight that touches every ...

This new addition to the ever growing library of Mathematica-related texts is a welcome one. The authors are well-known in the Mathematica community and have extensive ...

This is a demonstration of how ray tracing can be done with Optica. The example used is the problem of finding the exit pupil of a system consisting of an aperture stop and a ...

Chebshev polynomials of the first kind are applied to telescope both the far-field multipole expansions and the near-field Taylor series expansions used in solving large ...

The hypersonic motion of a gas cloud after the explosion of a meteorite in the atmosphere of a planet is numerically simulated. The gas flow is characterized by strong shock ...

Transient combustion of a gaseous sphere of fuel is examined in the flame-sheet limit. The gas is considered thermally expandable, the Lewis numbers are taken as unity and a ...

The best layup for a hybrid laminated cylindrical shell subject to a buckling load constraint is determined. The objective of the optimization is the minimum weight design of ...

Cellerator describes single and multi-cellular signal transduction networks (STN) with a compact, optionally palette-driven, arrow-based notation to represent biochemical ...

This talk will discuss sparse-matrix algorithms implemented recently in Mathematica. We can always convert a sparse matrix to a corresponding dense matrix and use ...

Students of elementary complex analysis usually begin by seeing the derivation of the Cauchy--Riemann equations. A topic of interest to both the development of the theory and ...