Minimal Models of CFT on Z_N-Surfaces
Samwel Apikyan, Costas Efthimiou
TL;DR
This paper develops minimal models of conformal field theory on Z_N-surfaces by mapping them onto branched spheres and employing a Coulomb gas formalism, advancing the understanding of these complex geometries.
Contribution
It introduces a novel construction of minimal models of CFT on Z_N-surfaces using a Coulomb gas approach and branched sphere mappings.
Findings
Successful construction of minimal models on Z_N-surfaces
Extension of Coulomb gas formalism to branched geometries
New insights into CFT on complex surfaces
Abstract
The conformal field theory on a Z_N-surface is studied by mapping it on the branched sphere. Using a coulomb gas formalism we construct the minimal models of the theory.
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