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KdV Charges and the Generalized Torus Partition Sum in $T{\bar T}$ deformation

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arxiv 2002.04824 v2 pith:EIWCQHOF submitted 2020-02-12 hep-th

Meseret Asrat This is my paper · ORCID
classification hep-th
keywords fieldfunctionsgeneralizedmodularone-pointpartitiontheorytorus
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abstract

We consider KdV currents in a quantum field theory obtained by deforming a two dimensional conformal field theory on a cylinder via the irrelevant operator $T{\bar T}$. In this paper we determine their one-point functions modular properties. We find that the one-point functions factorize into two components each with a definite modular weight. We also obtain a general differential equation that the generalized torus partition sum satisfies.

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