Some Correlation Functions of Minimal Superconformal Models Coupled to Supergravity

TL;DR

This paper calculates three-point correlation functions in minimal superconformal models coupled to supergravity, extending previous results to include supersymmetry, specifically in the Neveu-Schwarz sector on spherical topology.

Contribution

It provides the first computation of three-point functions in superconformal models coupled to supergravity, expanding the understanding of supersymmetric conformal field theories.

Findings

Derived explicit three-point functions in the superconformal case.

Extended previous non-supersymmetric results to supersymmetric models.

Focused on the Neveu-Schwarz sector for spherical topology.

Abstract

We compute general three-point functions of minimal superconformal models coupled to supergravity in the Neveu-Schwarz sector for spherical topology thus extending to the superconformal case the results of Goulian and Li and of Dotsenko.