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Speaker:
Vesna Stojanoska
Affiliation:
MPI
Date:
Mon, 20/10/2014 - 16:30 - 18:15
Location:
MPIM Lecture Hall
Parent event:
MPIM Topology Seminar
The goal of this talk is to describe the Anderson self-duality of the spectrum of topological modular forms, as well as the guiding analogous example of real K-theory. The results as well as some of the proofs will have the algebro-geometric flavor of Serre-Grothendieck duality. The first part of my talk will consist of introductory material that could be summarized as "Tmf for the working algebraic topologist."
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