Topology Seminar: Clover May
Topic
A structure theorem for RO(C_2)-graded cohomology
Speakers
Details
Computations in RO(G)-graded Bredon cohomology can be challenging and are not well understood, even for G=C_2, the cyclic group of order two. In this talk I will present a structure theorem for RO(C_2)-graded cohomology with constant Z/2 coefficients that substantially simplifies computations. The structure theorem says the cohomology of any finite C_2-CW complex decomposes as a direct sum of two basic pieces: shifted copies of the cohomology of a point and shifted copies of the cohomologies of spheres with the antipodal action. I will give some examples and sketch the proof, which depends on a Toda bracket calculation.
Additional Information
Time and location: ESB 4133
Wed 21 Mar 2018, 3:15pm-4:15pm
Clover May, University of Oregon
Clover May, University of Oregon
This is a Past Event
Event Type
Scientific, Seminar
Date
March 21, 2018
Time
-
Location