Talk page
Title:
Field generalizations of the Calogero-Moser system
Speaker:
Abstract:
In early days of the soliton theory the Calogero-Moser system was considered as a toy model of an integrable system of N interacting particle on the line/ cicle. Over the years it has proven to be central for many modern advances in mathematical and theoretical physics. In the talk I present some generalizations/ramifications of this theory and its unexpected application to the classical problem of algebraic geometry on the maximal dimension of complete cycles in the moduli space of curves of compact type.
Link:
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