Dirac Cohomology for Lie Superalgebras
Offered By: Prague Mathematical Physics Seminar via YouTube
Course Description
Overview
Explore Lie superalgebras, Lie algebra cohomology, and their connection to Dirac cohomology in this 1-hour 12-minute seminar talk presented at the Prague Mathematical Physics Seminar. Delve into the intricacies of Dirac cohomology, defined from the Dirac operator, and examine its application to the case of gl(m|n). Join Spyros Afentoulidis from MFF of Charles University as he provides insights into these advanced mathematical concepts, offering a comprehensive overview of the subject matter for those interested in mathematical physics and abstract algebra.
Syllabus
Spyros Afentoulidis Almpanis - Dirac cohomology for Lie superalgebras
Taught by
Prague Mathematical Physics Seminar
Related Courses
Introduction to Galois TheoryHigher School of Economics via Coursera MIP* = RE Part 1 - The Quantum Low-Degree Test
Simons Institute via YouTube The One Dimensional Random Walk Hypergroup - Diffusion Symmetry
Insights into Mathematics via YouTube Change of Basis and Taylor Coefficient Vectors - Wild Linear Algebra A - NJ Wildberger
Insights into Mathematics via YouTube Representation Theory & Combinatorics of the Symmetry Group and Related Structures - Monica Vazirani
Institute for Advanced Study via YouTube