Support Varieties and the Tensor Product Property - Lecture
Explore support varieties in representation theory, focusing on tensor product properties and indecomposable periodic objects. Discover applications in finite groups and tensor categories.
Vector Delannoy Categories and Further Developments
Exploration of quantum analogues of Delannoy categories, focusing on constructions, properties, and connections to related mathematical concepts in symmetric tensor categories.
Pre-Galois Categories and Discrete Categories - Lecture on Symmetric Tensor Categories
Exploration of symmetric tensor categories, oligomorphic groups, and their connections, with insights into potential classification methods in representation theory.
Oligomorphic Groups and Tensor Categories
Explore oligomorphic groups and tensor categories, focusing on joint work attaching symmetric tensor categories to oligomorphic groups with measures, leading to new and interesting mathematical discoveries.
Representations of General Linear Groups in the Verlinde Category
Exploration of representations of general linear groups in the Verlinde category, discussing known aspects, highest weight structure, and open questions in this area of symmetric tensor categories.
Growth and Tensor Products in Representation Theory - Lecture 1
Explore asymptotic counting of summands in tensor products of representations, with numerous examples to illustrate concepts in symmetric tensor categories and representation theory.
Symmetric Tensor Categories of Moderate Growth
Explore symmetric tensor categories in positive characteristic fields, recent breakthroughs, and collaborative research findings in this advanced mathematics lecture.
Growth in Tensor Powers
Explore tensor power decomposition in group representations, focusing on asymptotic behavior and non-negligible summands using symmetric tensor category theory.
Growth in Tensor Powers
Explore tensor power decomposition in group representations, focusing on asymptotic behavior and non-negligible summands using symmetric tensor category theory.