The bosonic vertex operator algebra on a genus g Riemann surface

Publication

The bosonic vertex operator algebra on a genus g Riemann surface

Tuite, Michael P.
;
Zuevsky, Alexander

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Tuite_Zuevsky_The_bosonic_vertex_operator_algebra_on_a_genus_g_riemann_surface.pdf

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Genus_g_Tuite_Zuevsky.pdf

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Identifiers

http://hdl.handle.net/10379/4847
https://doi.org/10.13025/15134

Publication Date

2011-08

Keywords

Heisenberg, Riemann surface, Riemann sphere

Type

conference paper

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Citation

M.P. Tuite and A. Zuevsky (2011) The bosonic vertex operator algebra on a genus g Riemann surface RIMS Kokyuroko 1756 81-93 (2011)

Abstract

We discuss the partition function for the Heisenberg vertex operator algebra on a genus g Riemann surface formed by sewing handles to a Riemann sphere. In particular, it is shown how the partition can be computed by means of the MacMahon Master Theorem from classical combinatorics.

Rights

CC BY-NC-ND

Collections

Mathematics (Conference Papers)