Algebraic Topology Seminar

Monday, November 16, 2020 at 4:30pm

Virtual Event

Featured Speaker :  Agnes Beaudry (University of Colorado Boulder)

Title :  Equivariant Morava K-Theories?

Abstract :  At height h=2n−1mh=2n−1m, the Morava stabilizer group contains a cyclic group GG of order 2n2n. In this talk, I will present equivariant spectra that refine the classical height hh Morava KK-theories. These are obtained from GG-equivariant models of Lubin-Tate spectra which were constructed in recent joint work with Hill-Shi-Zeng. I will present some preliminary results and conjectures about their slice filtration and equivariant homotopy groups and discuss how exotic transchromatic extensions lead to interesting differentials. This is joint work with Hill-Shi-Zeng.



Click here to add this seminar to your google calendar. If you use a different calendar program, the ics file for this seminar is here:

Event Type


Events By Interest


Events By Audience

MIT Community, Public

Events By School

School of Science


aldixon, algtop_sem


Department of Mathematics


Contact Email

Add to my calendar

Recent Activity