Correlation functions of degenerate fields in Super-Liouville field theory
Aleksandra Ivanova
TL;DR
This paper derives integral formulas for four-point correlation functions of degenerate fields in Super-Liouville theory, explores their superconformal properties, and presents the general form of three-point functions.
Contribution
It provides new integral expressions for correlation functions and analyzes their superconformal properties in Super-Liouville theory.
Findings
Integral expressions for four-point functions derived
Superconformal properties analyzed
General form of three-point functions presented
Abstract
We study four-point correlation functions of degenerated fields in the sector in Super-Liouville field theory. We find integral expressions for these functions using the BPZ equation, and study some superconformal properties of these solutions. Finally, we present the general form for three-point correlation functions.
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Taxonomy
TopicsGas Dynamics and Kinetic Theory · Cosmology and Gravitation Theories · Black Holes and Theoretical Physics