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Current Schedule
This Week
- Nothing Scheduled
Upcoming Weeks
- Wednesday March 4 at 4:00 PM in RH 104
- Myungsin Cho (Columbia), “Homological trace methods and Real topological Hochschild homology”
In their foundational work, Bruner and Rognes developed a homological approach to studying spectra with $\mathbb{T}$-action and their homotopy fixed points, shifting the input for calculations from homotopy to homology. In this talk, I will discuss a $O(2)$-equivariant enhancement of this homological program, with a focus on Real forms of $THH$ and topological negative cyclic homology ($TC^-$). A key ingredient is a Real analogue of the homotopy fixed point spectral sequence for the circle group. This is joint work with Teena Gerhardt, Liam Keenan, Juan Moreno, and J.D. Quigley.
- Wednesday March 11 at 4:00 PM in RH 104
- Noah Riggenbach (Northwestern)
- Wednesday March 25 at 4:00 PM in RH 104
- Mona Merling (Penn)
- Wednesday April 1 at 4:00 PM in RH 104
- Sanjana Agarwal (IU)
- Wednesday April 8 at 4:00 PM in RH 104
- Gabriel Angelini-Knoll (Case Western)
- Wednesday April 15 at 4:00 PM in RH 104
- Morgan Opie (Northwestern)
- Wednesday April 22 at 4:00 PM in RH 104
- Itamar Mor (UIUC)
IU/PU/IUPUI Joint Topology Seminar
- Spring 2026: Saturday March 7 at 10:00 AM
- IU/PU/IUI Joint Topology Seminar: Jenny Wilson (Michigan) / Ben Spitz (IU)