About two decades ago, Fateev, Zamolodchikov and Zamolodchikov (FZZ) conjectured a strong/weak duality between two dimensional conformal field theories, SL(2)/U(1) coset model and sine-Liouville theory. Recently, we have succeeded to generalize the FZZ-duality by extending its original derivation done with Schomerus. The generalized FZZ-dualities can be regarded as a conformal field theoretic realization of dualities among VOAs conjectured by Gaiotto and Rapcak via brane junctions in string theory. In this talk, I will explain how to derive the generalized FZZ-dualities and relation to the Gaiotto-Rapcak’s dualities.

これはzoomセミナーです。

zoom URL: https://kyoto-u-edu.zoom.us/j/87051078299
passcode: $E_8$型Weyl群の位数