Table of Contents

I. Maple V in Education.- Introductory Quantum Mechanics Using Maple V.- Combinatorial Objects and their Generating Functions: A Maple Class Room Environment.- Experiences with Maple in Engineering Education at the University of Waterloo.- On Integrating Computers into the Physics Curriculum.- Using Maple and the Calculus Reform Material in the Calculus Sequence.- Interactive Mathematics Texts: Ideas for Developers.- II.Maple V in Mathematics.- Truncation and Variance in Scale Mixtures.- Working with Large Matrices in Maple.- Using Maple for Asymptotic Convergence Analysis.- An Algorithm to Compute Floating Point Groebner Bases.- III. Maple V in Science and Engineering Part A: Modeling and Simulation.- The Use of Maple for Multibody Systems Modeling and Simulation.- Sensitivity Analysis of Nonlinear Physical Systems Using Maple.- Exact Calculation of the Kaplan-Meier Bias using Maple Software.- Rotational Energy Dispersions for van der Waals Molecular Clusters.- Symbolic Computation in Computable General Equilibrium Modeling.- Calculation of the State Transition Matrix for Linear Time Varying Systems.- IV. Maple V in Science and Engineering Part B: Design.- Algebraic Computer Aided-Design with Maple V 2.- The Role of a Symbolic Programming Language in Hardware Verification: The Case of Maple.- A Symbolic CSG System Written in Maple V.