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February 5, 2019 | 2:00 p.m. - 3:00 p.m.
Category: Seminar
Location: Faculty/Administration #1140 | Map
656 W. Kirby
Detroit, MI 48202
Cost: Free

Speaker: Po Hu, Wayne State University

Title: Equivariant complex cobordism ring for primary cyclic groups


I will discuss an explicit computation, in terms of generators and relations, of the coefficient ring (MU_G)_*, where MU_G is the G-equivariant complex cobordism spectrum, in the case where G = Z/p^n. This computation is based on the work of Abram and Kriz, who showed that (MU_G)_* is a pullback of a diagram of coefficient rings of related spectra. It also uses methods similar to that used by N. Strickland, who computed (MU_G)_* in the case of G=Z/2.

For more information about this event, please contact Department of Mathematics at 3135772479 or