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Combining a two-dimensional turtle with Mathematica's three-dimensional capabilities gives us a new way to look at space-filling.
Experiments in Differential ...   (Conference Proceedings)
The classical theory of curves and surfaces was established long ago. However, there has always been difficulty in applying the general theory to individual curves or ...
Het onderwijs in wiskunde aan de studierichting Economie van de Universiteit van Amsterdam valt uiteen in twee delen: Voor het propedeutisch examen zijn de studenten ...
Discrete Optimization Using ...   (Conference Proceedings)
Many important classes of optimization problems are discrete in nature. Examples are the standard problems of integer programming (including the ever-important "knapsack ...
This book provides a comprehensive and rigorous treatment of biochemical thermodynamics. A sequel to the author's popular Thermodynamics of Biochemical Reactions, it ...
This book presents numerical analysis to advanced undergraduate and master degree level grad students in one semester using the programming language is Mathematica. The ...
Mathematica 4.1   (Articles)
For those new to the program, Mathematica is not merely a program for performing mathematical calculations, but a powerful programming language that allows for almost ...
Structured exception handling has become an important feature of modern programming languages. Mathematica Version 3.0 contains the primitive operations necessary to set up ...
A text for advanced students and practitioners in mechanics, scientific computing, physics, and mathematical modeling. Provides a systematic and unified treatment of ...
At the core of Mathematica is its highly developed symbolic language, which unifies a broad range of programming paradigms and uses its unique concept of symbolic programming ...
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