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Symbolic Computation: Solving Equations in Algebra, Geometry and
Engineering is one of the six AMS-IMS-SIAM Joint Summer Research
Conferences to be held at Mount
Holyoke College, South Hadley,
Massachusetts in Summer 2000. The aim of the conference is to
bring together pure and applied mathematicians and engineers who
use symbolic computation to solve systems of
equations and those who develop the theoretical background and
tools needed for solving equations. Talks will be given by a broad
range of
researchers and will present new developments in both theory and
applications, exhibit nontrivial computations, and supply
practical problems from
engineering and applied mathematics. Topics covered will include
solving systems of polynomials (homotopy and Groebner basis
methods,
real root finding, approximation methods), solving systems of
differential equations (differential ideal and differential Galois
theory, Groebner deformations in Weyl algebra), solving noncommutative
systems, applications in engineering (mechanics and robotics,
computer graphics, integer programming), and recent theoretical
advances in computational algebraic geometry. More detailed
information on the conference topics can be obtained here.
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