## Mathematical Computation with Maple V: Ideas and Applications: Ideas and Applications : Proceedings of the Maple Summer Workshop and Symposium, University of Michigan, Ann Arbor, June 28-30, 1993This volume contains the proceedings for the Second Annual Maple Summer Workshop and Symposium held at the University of Michigan, Ann Arbor, on June 28-30, 1993. The goal of this conference was to encourage innovative applications of the Maple V mathematical computation system. |

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### Contents

MAPLE V IN EDUCATION | viii |

INTRODUCTORY QUANTUM MECHANICS USING MAPLE V | viii |

A MAPLE CLASS ROOM ENVIRONMENT | 20 |

EXPERIENCES WITH MAPLE IN ENGINEERING EDUCATION AT THE UNIVERSITY OF WATERLOO | 27 |

ON INTEGRATING COMPUTERS INTO THE PHYSICS CURRICULUM | 34 |

USING MAPLE AND THE CALCULUS REFORM MATERIAL IN THE CALCULUS SEQUENCE | 43 |

IDEAS FOR DEVELOPERS | 51 |

MAPLE V IN MATHEMATICS | 65 |

MAPLE V IN SCIENCE AND ENGINEERING | 107 |

THE USE OF MAPLE FOR MULTIBODY SYSTEMS MODELING AND SIMULATION | 109 |

SENSITIVITY ANALYSIS OF NONLINEAR PHYSICAL SYSTEMS USING MAPLE | 118 |

EXACT CALCULATION OF THE KAPLANMEIER BIAS USING MAPLE SOFTWARE | 128 |

ROTATIONAL ENERGY DISPERSIONS FOR VAN DER WAALS MOLECULAR CLUSTERS | 137 |

SYMBOLIC COMPUATION IN COMPUTABLE GENERAL EQUILIBRIUM MODELING | 144 |

CALCULATION OF THE STATE TRANSITION MATRIX FOR LINEAR TIME VARYING SYSTEMS | 157 |

MAPLE V IN SCIENCE AND ENGINEERING | 167 |

TRUNCATION AND VARIANCE IN SCALE MIXTURES | 67 |

WORKING WITH LARGE MATRICES IN MAPLE | 77 |

USING MAPLE FOR ASYMPTOTIC CONVERGENCE ANALYSIS | 87 |

AN ALGORITHM TO COMPUTE FLOATING POINT GROEBNER BASES | 95 |

ALGEBRAIC COMPUTER AIDEDDESIGN WITH MAPLE V 2 | 169 |

THE CASE OF MAPLE | 176 |

A SYMBOLIC CSG SYSTEM WRITTEN IN MAPLE V | 188 |

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Mathematical Computation with Maple V: Ideas and Applications: Proceedings ... Thomas Lee Limited preview - 2012 |

Mathematical Computation with Maple V: Ideas and Applications: Proceedings ... Thomas Lee No preview available - 2012 |

### Common terms and phrases

algorithm alpha analytical array BC polynomials beta Boundary Representation calculation censored clusters coefﬁcients Computation with Maple computer algebra systems computer mathematics system corresponding course deﬁned deﬁning function deﬁnition denote derivative eigenvalues elif Engineering evaluated example expression Figure ﬁle ﬁnd ﬁnite ﬁrst ﬁxed ﬂoating point FP-GB gamma GAMS given graphical Ideas and Applications implementation indexfcn input integral interactive KM estimator Kronecker product linear lprint Maple model Maple software MAPLEV market excess demands mechanics method nonlinear object obtained output parameters partitioned physics plot polynomials potential primitive problem procedure R-GB regular expression representation rotational energy routine satisﬁes segment sensitivity sequence sequential sidel simulation skew-symmetric matrix solid modeling solution solve speciﬁc Stephen Carr structure symbolic system model terminal equations Theorem tion transition matrix unit-delay University of Waterloo values variables vector zero

### Popular passages

Page 165 - Dame in 1991, and the MS and Ph.D. degrees in electrical engineering from the University of Illinois at Urbana-Champaign in 1993 and 1996, respectively.