Vertex Algebras and Quantum Groups
Videos from BIRS Workshop
Henning Haahr Andersen, Aarhus University
Monday Feb 8, 2016 09:07 - 09:58
Tilting modules for quantum groups at roots of unity
Daniel Nakano, University of Georgia
Monday Feb 8, 2016 10:30 - 11:19
Cohomology and Support Theory for Quantum Groups
Fyodor Malikov, University of Southern California
Monday Feb 8, 2016 16:37 - 17:37
Strong homotopy algebras of chiral differential operators
Chongying Dong, University of California
Tuesday Feb 9, 2016 09:01 - 09:46
On orbifold theory
Terry Gannon, University of Alberta
Tuesday Feb 9, 2016 10:30 - 11:25
The theory of C2-cofinite VOAs
Drazen Adamovic, University of Zagreb
Tuesday Feb 9, 2016 14:00 - 14:51
Conformal embeddings and realizations of certain simple W-algebras
Valerio Toledano Laredo, Northeastern University
Wednesday Feb 10, 2016 09:01 - 09:57
Yangians, quantum loop algebras and elliptic quantum groups
Naihuan Jing, North Carolina State University
Wednesday Feb 10, 2016 10:29 - 11:15
Vertex operators and Giambelli identities
Haisheng Li, Rutgers University at Camden
Wednesday Feb 10, 2016 11:30 - 12:14
$q$-Virasoro algebra and affine Lie algebras
Vidas Regelskis, University of Surrey
Thursday Feb 11, 2016 09:01 - 09:28
Towards classification of trigonometric reflection matrices
Anton Zeitlin, Columbia University
Thursday Feb 11, 2016 11:01 - 11:29
Towards the continuous Kazhdan-Lusztig correspondence
Iana Anguelova, College of Charleston
Thursday Feb 11, 2016 14:00 - 14:57
Towards quantum chiral algebras
Yaping Yang, University of Massachusetts
Thursday Feb 11, 2016 15:30 - 16:00
Cohomological Hall algebras and affine quantum groups
Kazuya Kawesetsu, University of Tokyo
Thursday Feb 11, 2016 17:04 - 17:27
W-algebras with non-admissible levels and the Deligne exceptional series
Andrew Linshaw, University of Denver
Friday Feb 12, 2016 09:01 - 09:55
Orbifolds and cosets via invariant theory
Nicolas Guay, University of Alberta
Friday Feb 12, 2016 10:24 - 11:19
Twisted Yangians of types B-C-D and their irreducible finite dimensional modules
