Duality structures for module categories of vertex operator algebras and the Feigin Fuchs boson

R Allen, S Lentner, C Schweigert, S Wood - arXiv preprint arXiv …, 2021 - arxiv.org
Huang, Lepowsky and Zhang have developed a module theory for vertex operator algebras
that endows suitably chosen module categories with the structure of braided monoidal …
被引用次数：21 相关文章

Duality structures for module categories of vertex operator algebras and the Feigin Fuchs boson

R Allen, S Lentner, C Schweigert, S Wood - arXiv e-prints, 2021 - ui.adsabs.harvard.edu
Abstract Huang, Lepowsky and Zhang have developed a module theory for vertex operator
algebras that endows suitably chosen module categories with the structure of braided …

[引用][C] Duality structures for module categories of vertex operator algebras and the Feigin Fuchs boson

R Allen, S Lentner, C Schweigert… - Selecta …, 2021 - research-information.bris.ac.uk
Duality structures for module categories of vertex operator algebras and the Feigin Fuchs boson
— University of Bristol Skip to main navigation Skip to search Skip to main content University of …

Duality structures for module categories of vertex operator algebras and the Feigin Fuchs boson

R Allen, S Lentner, C Schweigert, S Wood - inspirehep.net
Huang, Lepowsky and Zhang have developed a module theory for vertex operator algebras
that endows suitably chosen module categories with the structure of braided monoidal …
[PDF] uni-hamburg.de

[PDF][PDF] DUALITY STRUCTURES FOR REPRESENTATION CATEGORIES OF VERTEX OPERATOR ALGEBRAS AND THE FEIGIN-FUCHS BOSON

R ALLEN, S LENTNER… - arXiv preprint arXiv …, 2021 - epub.sub.uni-hamburg.de