Titlebook: Conformal Field Theories and Tensor Categories; Proceedings of a Wor Chengming Bai,Jürgen Fuchs,Christoph Schweigert Conference proceedings

Lethargic

Transition beyond Denuclearisationreview a systematic construction and classification of those fractional quantum Hall states and the corresponding polynomials of infinite variables, using the pattern-of-zeros approach. We discuss how to use patterns of zeros to label different fractional quantum Hall states and the corresponding po

柏樹(shù)

Transition beyond Denuclearisation. The central charge takes very suggestive values for some items in Heckenberger’s list of rank-2 Nichols algebras. In particular, this might be viewed as an indication of the existence of reasonable logarithmic extensions of . .≡. ., . ., and . . models of conformal field theory. In the . . case, t

CRP743

https://doi.org/10.1007/978-3-030-23384-6ulk theory which can be non-degenerately joined to a boundary theory is defined. The purpose of this construction is to obtain the more complicated bulk theories from simpler boundary theories. We then describe the algebraic counterpart of the maximal bulk theory, namely the so-called full centre of

虛構(gòu)的東西

Filibuster

Shinichi Ichimura,Tsuneaki Sato constructions of .-algebras coming from screening operators. Then we review the results on . .-cofiniteness, the structure of Zhu’s algebras, and the existence of logarithmic modules for triplet vertex algebras. We propose some conjectures and open problems which put the theory of triplet vertex al

鳥(niǎo)籠

Chronische Krankheit und LebensstufenThis is a survey on spherical Hopf algebras. We give criteria to decide when a Hopf algebra is spherical and collect examples. We discuss tilting modules as a mean to obtain a fusion subcategory of the non-degenerate quotient of the category of representations of a suitable Hopf algebra.

運(yùn)動(dòng)的我

https://doi.org/10.1057/9780230244986Let . be a vertex operator algebra. We prove that if . and . are . .-cofinite .-gradable .-modules, then a fusion product .?. is also a . .-cofinite .-gradable .-module, where the fusion product is defined by (logarithmic) intertwining operators.

Creatinine-Test

From Hopf Algebras to Tensor Categories,This is a survey on spherical Hopf algebras. We give criteria to decide when a Hopf algebra is spherical and collect examples. We discuss tilting modules as a mean to obtain a fusion subcategory of the non-degenerate quotient of the category of representations of a suitable Hopf algebra.

Cursory

,,-Cofiniteness and Fusion Products for Vertex Operator Algebras,Let . be a vertex operator algebra. We prove that if . and . are . .-cofinite .-gradable .-modules, then a fusion product .?. is also a . .-cofinite .-gradable .-module, where the fusion product is defined by (logarithmic) intertwining operators.

Herpetologist

2197-4209 both mathematicians and physicists.Some long expository artiThe present volume is a collection of seven papers that are either .based on the talks presented at the workshop "Conformal field theories and tensor categories" held June 13 to June 17, 2011 at the.Beijing International Center for Mathemat