Double Scaling String Theory of QCD in Two Dimensions

TL;DR

This paper introduces a new double scaling limit of large N Yang-Mills theory in two dimensions, linking it to the geometry of moduli spaces of holomorphic differentials, offering insights into string theory and gauge theory correspondence.

Contribution

It presents a novel double scaling limit of 2D large N Yang-Mills theory and explores its connection to the geometry of moduli spaces of holomorphic differentials.

Findings

Establishment of a new double scaling limit for 2D Yang-Mills

Connection between gauge theory and moduli space geometry

Potential implications for string theory correspondence

Abstract

We describe a novel double scaling limit of large N Yang-Mills theory on a two-dimensional torus and its relation to the geometry of the principal moduli spaces of holomorphic differentials.