Cubic and Non-cubic Dirac Operators - Applications in Algebraic and Differential Geometry
Prague Mathematical Physics Seminar via YouTube
Overview
Explore the world of Dirac operators in this Prague Mathematical Physics Seminar talk. Delve into Vogan's algebraic analogue of the Dirac operator for (g,K)-modules and his conjecture on Dirac cohomology. Examine the cubic Dirac operator proposed by Goette and Kostant as a generalization of Vogan's construction. Learn about the newly introduced concept of non-cubic Dirac operators and discover their applications in Differential Geometry. Gain insights into these advanced mathematical concepts over the course of this 67-minute lecture.
Syllabus
Cubic and non-cubic Dirac operators - Spyros Afentoulidis-Almpanis
Taught by
Prague Mathematical Physics Seminar