Topology Seminar (2): Chi-Kwong Fok
Topic
Equivariant formality of homogeneous spaces
Speakers
Details
Equivariant formality, a notion in equivariant topology introduced by Goresky-Kottwitz-Macpherson, is a desirable property of spaces with group actions. Examples of equivariantly formal spaces include compact symplectic manifolds equipped with Hamiltonian compact Lie group actions and projective varieties equipped with linear algebraic torus actions. Less is known about compact homogeneous spaces G/K equipped with the isotropy action of K, which is not necessarily of maximal rank. In this talk we will review previous attempts of characterizing equivariant formality of G/K, and present our recent results on this problem using an analogue of equivariant formality in K-theory. Part of the work presented in this talk is joint with Jeffrey Carlson.
Additional Information
ESB 4133 (PIMS Lounge)
Wed 3 Jan 2018, 3:15pm-4:15pm
Chi-Kwong Fok, University of Adelaide
Chi-Kwong Fok, University of Adelaide
This is a Past Event
Event Type
Scientific, Seminar
Date
January 3, 2018
Time
-
Location