N=2 SYM RG Scale as Modulus for WDVV Equations

TL;DR

This paper introduces a novel set of WDVV equations for N=2 supersymmetric Yang-Mills theory by identifying the renormalization scale with a key modulus from topological field theories, offering new insights into the theory's structure.

Contribution

It establishes a new connection between the RG scale in N=2 SYM and topological field theory moduli, leading to modified WDVV equations.

Findings

New WDVV equations incorporating the RG scale as a modulus

Enhanced understanding of the moduli space in N=2 SYM

Potential implications for topological field theory and supersymmetric gauge theories

Abstract

We derive a new set of WDVV equations for N=2 SYM in which the renormalization scale $\Lambda$ is identified with the distinguished modulus which naturally arises in topological field theories.