Thesis Defense
Joel Stapleton
University of Illinois at Chicago
Weibel's conjecture for some twistings of algebraic $K$-theory
Abstract: This defense is based on the author's publication in the Annals of $K$-theory, Volume 5. We prove vanishing below $-d$ for algebraic $K$-theory with coefficients in a smooth proper connective $\mathbb{E}_1$-ring spectrum over a commutative ring of Krull dimension $d$. In particular, this proves the case for discrete Azumaya algebras.
This is taking place over zoom. Please email the speaker at jstapl3@uic.edu for the zoom link!
Wednesday June 16, 2021 at 9:00 AM in Zoom