## Introduction to programming with MathematicaAccompanying the book, as with all TELOS sponsored publications, is an electronic component. In this case it is a DOS-Diskette produced by one of the coauthors, Paul Wellin. This diskette consists of "Mathematica "notebooks and packages which contain the codes for all examples and exercises in the book, as well as additional materials intended to extend many ideas covered in the text. It is of great value to teachers, students, and others using this book to learn how to effectively program with "Mathematica" . |

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### Contents

Preliminaries | 1 |

A Brief Overview of Mathematica | 27 |

2 3 Packages | 35 |

Copyright | |

8 other sections not shown

### Other editions - View all

An Introduction to Programming with Mathematica® Paul R. Wellin,Richard J. Gaylord,Samuel N. Kamin Limited preview - 2005 |

An Introduction to Programming with Mathematica® Richard J. Gaylord,Samuel N. Kamin,Paul R. Wellin Limited preview - 2012 |

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algorithm anonymous function Apply argument auxiliary function built-in functions carddeck Chapter character complex number compound function compute contains context create defined digits display elements evaluated example Exercises cont expr expression False Fibonacci findRoot FoldList FullForm Function Browser function definition Gaussian elimination global rule base graphics higher-order functions Hilbert matrix Huffman encoding imax imin in[l in[S in[W input integers interface iteration labels length machine precision Mathematica Mathematica programming mathematical matrix Module nested function call nested list Newton's method node Notebook operations options Out[l Out[S package pattern perfect numbers plot pointLoc points problem programming language Random Integer random number random walk rational numbers real number recursive removeRand removeWhiteSpace result returns rewrite rule runEncode SContextPath sequence solve square Stephen Wolfram string StringToInt subtree symbol traveling salesman problem tree user-defined function variable Write a function zero