TL;DR
This paper investigates the S-duality properties of Argyres-Douglas theories derived from 6d (2,0) theories compactified on spheres with irregular punctures, including twisted cases, revealing their weakly coupled descriptions.
Contribution
It provides a detailed analysis of S-duality for Argyres-Douglas theories, including new insights into twisted irregular punctures and their dualities.
Findings
Identification of weakly coupled limits via degeneration of Riemann spheres
Description of S-duality for twisted irregular punctures
Connection between puncture types and superconformal theories
Abstract
We study S-duality of Argyres-Douglas theories obtained by compactification of 6d (2,0) theories of ADE type on a sphere with irregular punctures. The weakly coupled descriptions are given by the degeneration limit of auxiliary Riemann sphere with marked points, among which three punctured sphere represents isolated superconformal theories. We also discuss twisted irregular punctures and their S-duality.
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