Rocky Mountain Representation Theory Seminar

(credit: r.classen/shutterstock)


You can find a list of titles for past talks below. Videos and slides are available for some of them as well. 


(credit: Flor Orosz Hunziker)

PAST TALKS


FALL 2022:

Angela Gibney, University of Pennsylvania, Factorization resolutions. Abstract.

Julia Plavnik, Indiana University, Zesting link invariants. Abstract. The video for this talk can be found here.

Thomas Creutzig, University of Alberta, Vertex tensor categories and C_1 cofiniteness. Abstract. The video for this talk can be found here and the slides here.

Victor Ostrik, University of Oregon, Frobenius exact symmetric tensor categories. Abstract. The video for the talk can be found here.

Shigenori Nakastuka, University of Alberta, Duality of hook-type W-superalgebras via convolution operations. Abstract. The video for this talk can be found here.

 Naoki Genra, Kavli IMPU, Coset constructions of W-superalgebras of type B. Abstract. The video for this talk can be found here.


Jinwei Yang, Shanghai Jiao Tong University, Ribbon categories for the singlet algebras and their extensions. Abstract. The video for this talk can be found here.


Evgeny Mukhin, Indiana University–Purdue University Indianapolis, Extensions of deformed W-algebras. Abstract. The video for this talk can be found here.


Chris Sadowski, Ursinus College, Weight-one elements of vertex operator algebras and automorphisms of categories of generalized twisted modules. Abstract.

Justine Fasquel, University of Melbourne, Rationality of subregular W-algebras of type B. Abstract. The video for this talk can be found here.

Robert McRae, YMSC, Tsinghua University, Non-rigid Kazhdan-Lusztig tensor categories for affine sl_2 at admissible levels and quantum groups. Abstract. The video for this talk can be found here.

Maria Gorelik, Weizmann Institute of Science, Linkage classes for Kac-Moody superalgebras and the Duflo-Serganova functors. Abstract. The video for this talk can be found here.

Gaywalee Yamskulna, Illinois State University, From N-graded vertex algebras to Leibniz algebras and back. Abstract.