## Maple V: Mathematics and its Applications: Proceedings of the Maple Summer Workshop and Symposium, Rensselaer Polytechnic Institute, Troy, New York, August 9–13,1994The Maple Summer Workshop and Symposium, MSWS '94, reflects the growing commu nity of Maple users around the world. This volume contains the contributed papers. A careful inspection of author affiliations will reveal that they come from North America, Europe, and Australia. In fact, fifteen come from the United States, two from Canada, one from Australia, and nine come from Europe. Of European papers, two are from Ger many, two are from the Netherlands, two are from Spain, and one each is from Switzerland, Denmark, and the United Kingdom. More important than the geographical diversity is the intellectual range of the contributions. We begin to see in this collection of works papers in which Maple is used in an increasingly flexible way. For example, there is an application in computer science that uses Maple as a tool to create a new utility. There is an application in abstract algebra where Maple has been used to create new functionalities for computing in a rational function field. There are applications to geometrical optics, digital signal processing, and experimental design. |

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### Contents

TURTLE GRAPHICS IN MAPLE V2 | 3 |

A DISTRIBUTED APPROACH TO PROBLEM SOLVING IN MAPLE | 13 |

DENOTATIONAL SEMANTICS APPLIED TO THE TYPESETTING OF MAPLE EXPRESSIONS | 22 |

I B MAPLE IN APPLIED MATHEMATICS | 29 |

A SYMBOLIC ENGINEERING MECHANICS SYSTEM BUILT ON OEM MAPLE | 31 |

SIGNAL PROCESSING USING MAPLE V | 39 |

IMPLEMENTATION OF A MAPPING PROCEDURE FOR THE DOMAIN DECOMPOSITION FOR PDEs IN MAPLE | 46 |

IIA MAPLE IN EDUCATION | 55 |

GROUP RINGS AND HOPFGALOIS THEORY IN MAPLE | 115 |

RATIONAL GENERATING FUNCTION APPLICATIONS IN MAPLE | 121 |

IIIB MAPLE IN SCIENCE | 128 |

MAPLE V ANALYTICALLY CALCULATING PLANE STRAIN FEMATRICES WITH ROTATIONAL DEGREES OF FREEDOM | 140 |

CHEMICAL ENGINEERING WITH MAPLE | 148 |

MAPLE AT THE UNIVERSITY OF NORTH LONDON | 166 |

INTRODUCING MAPLE TO FIRST YEAR ENGINEERING STUDENTS VIA PROJECT STUDY | 172 |

ANOTHER LOOK AT LEARNING THE TECHNIQUES OF ELEMENTARY INTEGRATION | 178 |

THE INFLUENCE OF MAPLE ON A LINEAR ALGEBRA COURSE AT THE DELFT UNIVERSITY OF TECHNOLOGY | 57 |

CAN MAPLE HELP IN TEACHING CALCULUS WITH LIMITED TIME AND STAFF? | 63 |

ENLIVENING THE MATHEMATICS CURRICULUM WITH MAPLE | 70 |

IIB MAPLE IN SCIENCE | 80 |

SOLUTION OF THE SOLAR CELL TRANSPORT EQUATIONS USING MAPLE | 89 |

KRAMERS AND WANNIER VMATRICES FOR THE PARTITION FUNCTIONS OF THE ISING MODEL | 96 |

IIIA MAPLE IN ABSTRACT ALGEBRA | 104 |

CAN WE TEACH MATHEMATICAL ALGORITHMS WITH THEM? | 186 |

IV B MAPLE IN SCIENCE AND THE APPLICATIONS | 196 |

COMPUTER ALGEBRA AS A TOOL FOR ANALYZING NONLINEAR SYSTEMS | 198 |

ABERRATION COEFFICIENTS IN ARBITRARY OPTICAL SYSTEMS | 208 |

218 | |

USING MAPLE TO DESIGN A COMPLEX MIXTURE EXPERIMENT | 227 |

### Other editions - View all

Maple V: Mathematics and its Applications: Proceedings of the Maple Summer ... Robert J. Lopez No preview available - 2011 |

### Common terms and phrases

algebra algorithm allows analysis applied approach approximation arguments banded boundary calculations called coefficients command complete components consider constant construction coordinates course curve defined denote derivative described determine differential domain element engineering equations evaluate example expression factors Figure final function geometry give given implementation indexing initial integration interests introduced involved layer learning lecture linear Maple mathematics matrix means mechanics method nonlinear normal Note obtained optical output package parallel parameter perform plane plot polynomial possible present problem procedure projects provides rational reaction reference refracting represents respect result Science sequence sessions shown shows side solution solve steps surface symbolic Table teaching tion transformation University variables vector write оо