Monstrous and generalized Moonshine and permutation orbifolds.

Michael P. Tuite

doi:10.13025/15208

Monstrous and generalized Moonshine and permutation orbifolds.

Michael P. Tuite

Mathematics

Research output: Chapter in Book or Conference Publication/Proceeding › Conference Publication › peer-review

Abstract

We consider the application of permutation orbifold constructions towards a new possible understanding of the genus zero property in Monstrous and Generalized Moonshine. We describe a theory of twisted Hecke operators in this setting and conjecture on the form of Generalized Moonshine replication formulas.

Original language	English (Ireland)
Title of host publication	MOONSHINE: THE FIRST QUARTER CENTURY AND BEYOND, LONDON MATHEMATICAL SOCIETY LECTURE NOTE SERIES, CAMBRIDGE UNIVERSITY PRESS, (CAMBRIDGE).
DOIs	https://doi.org/10.13025/15208
Publication status	Published - 1 Jan 2010

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abstract = "We consider the application of permutation orbifold constructions towards a new possible understanding of the genus zero property in Monstrous and Generalized Moonshine. We describe a theory of twisted Hecke operators in this setting and conjecture on the form of Generalized Moonshine replication formulas.",

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M3 - Conference Publication

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Monstrous and generalized Moonshine and permutation orbifolds.

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