The Computer Algebra Group at Simon Fraser

Text Size: ππππ
2023 Meetings 2022 Meetings 2021 Meetings 2020 Meetings 2019 Meetings 2018 Meetings 2017 Meetings 2016 Meetings 2015 Meetings 2014 Meetings 2013 Meetings 2012 Meetings 2011 Meetings 2010 Meetings 2009 Meetings 2008 Meetings 2007 Meetings 2006 Meetings 2005 Meetings 2004 Meetings 2003 Meetings 2002 Meetings 2001 Meetings 2000 Meetings 1999 Meetings 1998 Meetings

CAG Schedule for 2000

January
    12 Michael Monagan, Timing Results of a Maple Implementation of a Modified Version of Brown's GCD Algorithm for GCDs in Z[x,y] and Q(alpha)[x,y] 19 John Ogilvie and Greg Fee: Evaluation of Franck-Condon Factors with Maple 26 Keith Geddes: Hybrid Symbolic-Numeric Methods Applied to Definite Integrals and ODEs
February
    02 Agnes Szanto: Solving Degenerate Polynomial Systems over C Using an Extension of Characteristic Sets'' 09 Janez Ales: Towards a Sparse Implementation of Revised Simplex. 16 Edgardo Cheb-Terrab: Tackling Ordinary Differential Equations in Maple Using Symmetry Methods - Part I 23 Edgardo Cheb-Terrab: Tackling Ordinary Differential Equations in Maple Using Symmetry Methods - Part II
March
    01 Allan Wittkopf, ``Sparse GCD Methods/Fast Numerical Computation in Maple'' 08 Greg Fee, ``Quadrature'' 15 Petr Lisonek, ``The Unwinding Number'' 22 Kevin Hare, ``Using Genetic Algorithms to find `nice' Polynomials'' 29 No meeting
April
    05 Agnes Szanto, ``Generalization of the Subresultant Method'' 12 No meeting 19 Rick Leung, ``Groebner Bases'' (directed studies talk) 26 Colin Percival, ``A Distributed Search for Size 11 Solutions to the Tarry-Escott Problem''
May
    03 N. Mohankumar: TANH and IMT Quadratures. 24 Edgardo Cheb-Terrab and Theodore Kolokolnikov, Solving First Order ODEs using Linear Transformations 31 Peter Borwein: The Unreasonable Efficacy of Symbolic Computation -or- Imagine if Gauss had Maple.
June
    14 Meeting postponed 28 Andrew Solomon, ``Solving Alientiles with GAP''
July
    05 Greg Fee, ``The Smith Normal Form of a Rectangular Matrix and How to Solve Linear Systems over the Integers'' 19 Data Structures and Algorithms for Polynomial GCD Computation - Michael Monagan: A New Data Structure for Multivariate Polynomial Arithmetic over Z, Q(alpha) and GF(p^k) - Craig Pastro: The Dense Modular GCD Algorithm in Z[x,y,z,...] and Zp[w][x,y,z,...] - Jennifer de Kleine: ``The Sparse Modular GCD Algorithm of Zippel'' - Allan Wittkopf: On the Design and Implementation of Brown's GCD Algorithm over the Integers and Number Fields'' 26 The Simplification Problem - Jamie Mulholland: The problem of - ``Factorization in Q[s,c]/<s^2+c^2-1> and Simplification of Quotients of Trigonometric Polynomials'' - Hans Bauck: ``A Design for a Simplifier for the Elementary Constants and Functions'' - Petr Lisonek: ``An Implementation of the Unwinding Number K(z) and its Application to the Simplification of Algebraic Formulae Involving Roots and Logarithms'' - Allan Wittkopf: Determination of Maximal Symmetry Groups of Classes of Differential Equations
September
    13 - Michael Monagan: "The Greatest GCD is Not Big Enough!" 26 Greatest Common Divisors - Colin Percival: Fast Integer GCDs - Michael Monagan: The dense modular GCD algorithm over finite fields and number fields. - Jennifer de Kleine: Zippel's sparse modular GCD algorithm over finite fields.
October
    10 Differential Equations - Allan Wittkopf: Recent improvements to Maple's numerical ODE solvers. - Edgardo Cheb-Terrab: An implementation of an algorithmic approach for finding analytic solutions of systems of PDE. - John Ogilvie : Analysis of complicated chemical kinetics with Maple - Imin Chen: How primes ramify in algebraic number fields.
November
    07 Cryptography and Simplification Tools - Greg Fee: Diffie Helman Crytopgrahy using Chebyshev Polynomials - Edgardo Cheb-Terrab: Simplification tools for Maple - Edgardo Cheb-Terrab: Simplification of Algebraic Expressions in Maple
December
    05 - Janez Ales: A New Bivariate Factorization Algorithm of Shuhong Gao

Back to the CAG Home Page.