Differential Equations for Periods and Flat Coordinates in Two Dimensionsional Topological Matter Theories
W.Lerche, D.Smit, and N. Warner
TL;DR
This paper derives differential equations from the N=2 LG superpotential to determine flat coordinates in two-dimensional topological matter theories, providing a systematic approach to understanding their structure.
Contribution
It introduces a direct derivation method for differential equations governing flat coordinates from the N=2 LG superpotential in topological CFTs.
Findings
Derived differential equations for flat coordinates from the superpotential.
Applicable to arbitrary two-dimensional topological CFTs.
Provides a new framework for analyzing topological matter theories.
Abstract
We derive directly from the N=2 LG superpotential the differential equations that determine the flat coordinates of arbitrary topological CFT's.
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