We initiate the study of (2, 0) little string theory of ADE type using its definition in terms of IIB
string compactified on an ADE singularity. As one application, we derive a 5d ADE quiver …

In this document we prove higher equations of motion at the level $2 $ for boundary Liouville
Conformal Field Theory. As a corollary we present a new derivation of the Belavin-Polyakov …

Toda Conformal Field Theories (CFTs hereafter) are generalizations of Liouville CFT where
the underlying field is no longer scalar but takes values in a finite-dimensional vector space …

A bstract We study conformal blocks of conformal field theories with a W 3 symmetry algebra
in the limit where the central charge is large. In this limit, we compute the fourpoint block as a …

A bstract We relate Liouville/Toda CFT correlators on Riemann surfaces with boundaries
and cross-cap states to supersymmetric observables in four-dimensional\(\mathcal {N}= 2\) …

In this paper, we analyze the Cardy–Lewellen equation in general diagonal model. We
show that in these models it takes a simple form due to some general properties of …

A bstract The Lagrangian of the Liouville theory with topological defects is analyzed in detail
and general solution of the corresponding defect equations of motion is found. We study the …

A bstract We compute the light asymptotic limit of A n− 1 Toda conformal blocks by using the
AGT correspondence. We show that for certain class of CFT blocks the corresponding …

We show that the disc bulk one-point functions in a sl (n) Toda conformal field theory have a
well-defined limit for the central charge c= n− 1, and that their limiting values can be …

We study several aspects of the N= 1 super Liouville theory. We show that certain elements
of the fusion matrix in the Neveu–Schwarz sector are related to the structure constants …