N=(4,0) Super-Liouville Theory on the Coadjoint Orbit and PSU(1,1|2)

TL;DR

This paper formulates an N=(4,0) supersymmetric Liouville theory using the coadjoint orbit method, revealing a PSU(1,1|2) symmetry, which advances understanding of supersymmetric conformal field theories.

Contribution

It introduces a novel formulation of N=(4,0) super-Liouville theory via the coadjoint orbit approach and uncovers its PSU(1,1|2) symmetry.

Findings

The theory is successfully constructed using the coadjoint orbit method.

The action exhibits PSU(1,1|2) symmetry.

The formulation provides new insights into supersymmetric conformal field theories.

Abstract

An N=(4,0) supersymmetric Liouville theory is formulated by the coadjoint orbit method. It is discovered that the action has symmetry under PSU(1,1|2).