Fully noncommutative discrete Liouville equation

Kashaev, Rinat Mavlyavievich

Proceedings chapter

English

Fully noncommutative discrete Liouville equation

ContributorsKashaev, Rinat Mavlyavievich

Presented atKyoto (Japan), June 14 -- 16, 2010

Published inDevelopments in quantum integrable systems

Collection

Infinite analysis; 10

Publication date2010

Abstract

A fully noncommutative version of the discrete Liouville equation is suggested, based on a class of representations of mapping class groups of punctured surfaces arising from certain set-theoretical solutions of the Pentagon equation.

Keywords

Liouville equation
Pentagon equation
Mapping class group
Teichmüller space

NoteRIMS Kôkyûroku Bessatsu; B28

Affiliation entities

Faculté des sciences / Section de mathématiques

Citation (ISO format)

KASHAEV, Rinat Mavlyavievich. Fully noncommutative discrete Liouville equation. In: Developments in quantum integrable systems. Kyoto (Japan). [s.l.] : [s.n.], 2010. (Infinite analysis)

Proceedings chapter (Accepted version)

Identifiers

PID : unige:24055

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Fully noncommutative discrete Liouville equation

A fully noncommutative version of the discrete Liouville equation is suggested, based on a class of representations of mapping class groups of punctured surfaces arising from certain set-theoretical solutions of the Pentagon equation.

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