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math.QA2013★ 20 cited
Cardy algebras and sewing constraints, II
Liang Kong, Qin Li, Ingo Runkel
This is the part II of a two-part work started in arXiv:0807.3356 [math.QA]. In part I, Cardy algebras were studied, a notion which arises from the classification of genus-0,1 open…
math.QA2013
Functoriality of the center of an algebra
Alexei Davydov, Liang Kong, Ingo Runkel
The notion of the center of an algebra over a field k has a far reaching generalization to algebras in monoidal categories. The center then lives in the monoidal center of the orig…
cond-mat.str-el2013
Anyon condensation and tensor categories
Liang Kong
Instead of studying anyon condensation in concrete models, we take an abstract approach. Assume that a system of anyons, which form a modular tensor category D, is obtained via an…