Mathematical structures behind supersymmetric dualities
Ilmar Gahramanov
TL;DR
This paper surveys the connection between supersymmetric gauge theory partition functions and hypergeometric functions, highlighting recent progress in understanding the mathematical structures underlying supersymmetric dualities.
Contribution
It provides an overview of the mathematical structures linking supersymmetric dualities with hypergeometric functions, summarizing recent advances in this area.
Findings
Partition functions relate to hypergeometric functions.
Recent progress clarifies the mathematical underpinnings of dualities.
The survey highlights new connections in supersymmetric gauge theories.
Abstract
The purpose of these notes is to give a short survey of an interesting connection between partition functions of supersymmetric gauge theories and hypergeometric functions and to present the recent progress in this direction.
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