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International conference "Geometrical Methods in Mathematical Physics"
December 13, 2011 14:00–14:45, Moscow, Lomonosov Moscow State University
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Integrable Systems and Moduli Spaces
H. W. Braden University of Edinburgh
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Number of views: |
This page: | 122 | Materials: | 63 |
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Abstract:
The modern approach to integrable systems typically proceeds via a curve,
the parameters of the curve encoding the actions and its Jacobian (or
possibly some related Prym) encoding the angles. Physically relevant
families of curves are often described by fixed relations amongst
differentials on the curve: the constrained curves and associated Jacobians
describe a moduli space for the physical system. We shall look at both
problems and results in constructing such moduli spaces.
Supplementary materials:
gmmp2011_hbraden.pdf (694.0 Kb)
Language: English
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