… The purpose of this section is to provide a short overview of how those chiral algebras come
about and the properties that were deduced for them in the original papers. We simply state …

… is exactly the chiral algebra of class S … Chiral algebras of class S associated with higher
genus Riemann surfaces are obtained by glueing VS G,b’s and such a gluing procedure is …

… The main purpose of this paper is to identify the chiral algebra of the genus two class S theory,
TC2,0 , obtained by compactifying the six-dimensional N = (2,0),A1 theory on a genus two …

… 3\right)\) algebra and the maximal subalgebra\(\mathfrak {h}\) that commutes with it. Then
using the standard 2d chiral CFT techniques we find the corresponding\(\mathcal {W}\)-algebra …

… models based on other Lie algebras. For this class, we build non-local chiral fields of
parafermionic-type as well as higher-spin local ones, forming classical W-algebras. In particular, …

… chiral algebra is a Virasoro algebra. In this note, we consider the chiral algebras associated
with interacting ${ \mathcal … argue that the associated chiral algebras possess at least three …

… T exhibits a connection to the associated chiral algebra χ(T ). Concretely, we propose that
the (0,2) elliptic genus is a linear combination of characters of the chiral algebra χ(T ), which …

… The goal of this paper is to understand the chiral algebra from a string … the chiral algebra
directly from the worldsheet CFT. This provides an alternative derivation of the chiral algebra to …

… class defined by O(z,0) and so the cohomology classes form … We then bootstrap this chiral
algebra and show that it is … Moreover, we will argue that it is the unique such chiral algebra …

… We also discuss what is the chiral algebra of SCFT’s and relate it to the notion of a chiral ring
of [… We then review the statement that the OPE of the cohomology classes can be computed …