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

Exposition

Strength

帳單

HUMID

Shinichi Ichimura,Tsuneaki Sato existence of logarithmic modules for triplet vertex algebras. We propose some conjectures and open problems which put the theory of triplet vertex algebras into a broader context. New realizations of logarithmic modules for .-algebras defined via screenings are also presented.

創(chuàng)造性

枯萎將要

基因組

Logarithmic Bulk and Boundary Conformal Field Theory and the Full Centre Construction,lk theories from simpler boundary theories. We then describe the algebraic counterpart of the maximal bulk theory, namely the so-called full centre of an algebra in an abelian braided monoidal category. Finally, we illustrate the previous discussion in the example of the . .-model with central charge 0.

腐爛

,,-Cofinite ,-Algebras and Their Logarithmic Representations, existence of logarithmic modules for triplet vertex algebras. We propose some conjectures and open problems which put the theory of triplet vertex algebras into a broader context. New realizations of logarithmic modules for .-algebras defined via screenings are also presented.

hieroglyphic

BLOT