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On a Connection Formula of a Higher Rank Analog of Painlevé VI

Xiaomeng Xu

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Abstract

Abstract In this paper, we derive a connection formula for a higher rank analog of Painlevé VI arising from the isomonodromic deformation theory and the study of Frobenius manifolds.

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Abstract In this paper, we derive a connection formula for a higher rank analog of Painlevé VI arising from the isomonodromic deformation theory and the study of Frobenius manifolds.

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Available abstract

Abstract In this paper, we derive a connection formula for a higher rank analog of Painlevé VI arising from the isomonodromic deformation theory and the study of Frobenius manifolds.

Key concepts: Mathematics, Connection (principal bundle), Rank (graph theory), Pure mathematics, Algebra over a field, Combinatorics, Geometry

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