CA Seminar, 5 September, 2001

[Alexander Kryukov]

  Dear Colleagues,

  Computer Algebra seminar will at 17:00, 5 September, 2001 in NII
Yadernoj  Fiziki MGU (SINP MSU), korpus Fiziki vysokih energij, room 2-15.

              Best wishes,             Alexander Kryukov
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Fast Numerics Combined with Enhanced Symbolic Computation in Maple 7

    Keith Geddes
    Symbolic Computation Group
    Department of Computer Science
    University of Waterloo
    Waterloo  ON  N2L 3G1
    CANADA
    http://www.scg.uwaterloo.ca/~kogeddes

ABSTRACT

An overview is presented of recent advances in Maple for both symbolic
and numeric computation. A user-friendly syntax for matrix computations
supplements state-of-the-art algorithms for linear algebra, for symbolic
computation as well as for numerical linear algebra at hardware floating
point speed. Capabilities for symbolic integration are supplemented by
fast numerical integration exploiting the NAG numerical subroutine library.
Techniques for computing exact symbolic solutions of differential equations
include decision procedures for special types of DEs, the classification of
DEs into known classes, and symmetry-based methods. New numerical solvers
which have been incorporated into Maple 7 take full advantage of hardware
floating point speed, for both IVPs and BVPs.


  More details see: http://theory.sinp.msu.ru/CA


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         Alexander Kryukov         Nuclear Physics Institute
                                   Moscow State University
                                   119899, Moscow
                                   Russia
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