Z-graded Q-manifolds
Alexei Kotov (Hradec-Kralove University)
Wed Feb 21, 12:30-13:30 (3 months ago)
Abstract: The main object is a Z-graded (super)manifold supplied with a homological degree 1 vector field. We explain the difference between non-negative, non-positive and general cases. A classification in the general case is given. The talk is based upon a joint article with Camille Laurent-Gengoux and Vladimir Salnikov.
mathematical physicsalgebraic topologydifferential geometryrepresentation theorystatistics theory
Audience: researchers in the topic
Prague-Hradec Kralove seminar Cohomology in algebra, geometry, physics and statistics
Series comments: Virtual coffee starts on Zoom already 15 minutes before the seminar.
Organizers: | Hong Van Le*, Igor Khavkine*, Anton Galaev, Alexei Kotov, Petr Somberg, Roman Golovko |
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