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**Video URL**
http://pirsa.org/19090099

## Abstract

I will discuss recent developments in describing the chiral algebras associated to 4d N=2 theories introduced by Beem et al. in terms of Omega backgrounds, and give a description of the class S chiral algebras following this perspective, in terms of boundary conditions, interfaces, and junctions in 4d N=4 SYM.

Then, I will present work in progress on a general TFT-type procedure for calculating the factorization algebras describing 2d CFTs which arise as compactifications of such configurations. I will show that this method correctly computes the class S chiral algebras, matching the construction of Arakawa, and discuss potential applications to computing the vertex algebras associated to toric divisors in toric CY3s, following Gaiotto-Rapcak.

## Details

**Talk Number**19090099

**Speaker Profile**Dylan Butson

**Date**

- Mathematical Physics

**Series**

**Source**

**Subject**Mathematical Physics

- Mathematical physics

**Scientific Area**

- Scientific Series

**Talk Type**