Prof. Terry Gannon | The truth about finite group orbifolds
INI Seminar Room 1
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Prof. Terry Gannon | The truth about finite group orbifolds
78 просмотров · 9 месяцев назад
INI Seminar Room 1
8,17 тыс. подписчиков
78 просмотров · 9 месяцев назад
Speaker: Professor Terry Gannon (University of Alberta)
Date: 16th Jun 2017 - 14:30 to 15:30
Venue: INI Seminar Room 1
Title: The truth about finite group orbifolds
Event: (OASW03) Subfactors, K-theory and conformal field theory
Abstract: Chiral CFTs (VOAs or conformal nets) are interesting for their representation theory.Orbifolds are a standard method for constructing new chiral CFTsfrom old ones. Start witha chiral theory with trivial representation theory, and orbifold itby a finite group; the result (called a holomorphic orbifold)has the representation theory given by the twisted Drinfeld double of that finite group, where thetwist isa 3-cocycle.In practise it is hard to identify that twist.I'll begin my talk by giving some examples of orbifolds. I'll identify a well-known class of holomorphic orbifolds where we now know the twist. I'll relate holomorphic orbifolds to KK-theory as well asthe PhD thesis of a certain Vaughan Jones. Then I'll explain how any choice of finite group and 3-cocycle is realized by a chiral CFT.This is joint work with David Evans.
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