TalksFlat structures and algebraic solutions to Painlevé VI equation
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The aim of this paper is first to formulate the definition of Frobenius manifolds and its generalization. Then we study the algebraic solutions to Painlevé VI obtained by Dubrovin-Mazzocco related with the reflection group of type H3.
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Jiro Sekiguchi
2016-02-22
13:00:00 - 14:00:00
308 , Mathematics Research Center Building (ori. New Math. Bldg.)
The aim of this paper is first to formulate the definition of Frobenius manifolds and its generalization. Then we study the algebraic solutions to Painlevé VI obtained by Dubrovin-Mazzocco related with the reflection group of type H3.
Mathematics Subject Classification (2000). Primary 34M56; Secondary 35N10, 32S25.
Keywords. Flat structure, potential vector field, Painlevé VI