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Watch a 46-minute mathematics research seminar from the BIMSA-Tsinghua Quantum Symmetry Series where Professor Victor Ostrik from the University of Oregon explores the asymptotic behavior of indecomposable summands in tensor powers of group representations. Dive into an investigation of how finite dimensional representations of groups decompose when raised to large tensor powers, examining the counting and growth patterns of their indecomposable components. Learn about collaborative research findings with K. Coulembier, P. Etingof, and D. Tubbenhauer that provide partial answers to these fundamental questions in representation theory, with references to papers available on arXiv.
