# Celestial Supersymmetry

## TL;DR

This paper explores celestial holography for supersymmetric Yang-Mills theory coupled with dilatons, revealing a factorized structure of CCFT operators and the realization of spacetime supersymmetry.

## Contribution

It demonstrates how CCFT operators factorize into supercurrents and Liouville operators, showing supersymmetry in the celestial framework.

## Key findings

- CCFT operators factorize into supercurrent and Liouville exponential operators.
- Spacetime supersymmetry is realized as (1,0) supersymmetry in CCFT.
- The factorization occurs in the infinite central charge limit.

## Abstract

We discuss supersymmetric Yang-Mills theory coupled to dilatons in the framework of celestial holography. We show that in the presence of point-like dilaton sources, the CCFT operators associated with the gauge supermultiplet acquire a simple, factorized form. They factorize into the holomorphic (super)current part and the exponential "light" operators of Liouville theory, in the infinite central charge limit. The current sector exhibits (1,0) supersymmetry, thus implementing spacetime supersymmetry in CCFT.