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6th International Workshop on Combinatorics of Moduli Spaces, Cluster Algebras, and Topological Recursion
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Calogero-Painlevé systems, their isomonodromic formulation and non-commutative monodromy data Mattia Cafasso |
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Abstract: I present our recent results on the isomonodromic formulation of the so-called Calogero-Painlev? systems. We will also discuss, for the case of Painlev? II, how the associated monodromy data can be interpreted, to some extent, as a sort of quantization of the classical cubic associated to the “classical” Painlev? II equation (joint work with Marco Bertola and Vladimir Roubtsov) Language: English |
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