Jacob Lurie (Harvard)
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PDL C-36
Title: Brauer Groups in Stable Homotopy Theory
Abstract: Let k be a field. The collection of (isomorphism classes of) central division algebras over k can be organized into an abelian group Br(k), called the Brauer group of k. In this talk, I'll describe a variant of the Brauer group which appears in algebraic topology, controlling the classification of "division algebras" in stable homotopy theory.