Back to Commutative Algebra Seminar: Fall 2016
Commutative Algebra Seminar
Date: Friday, Sep 2, 2016
Time: 3:10PM - 4:00PM
Location: LCB 215
Ryo Takahashi
Nagoya University, Japan
Title |
Balmer spectra of right bounded derived categories of commutative rings |
Abstract |
Let T be a tensor triangulated category, that is, a triangulated category with symmetric monoidal structure. The Balmer spectrum of T is by definition the set of thick tensor ideals of T which are prime. This set has a topology similar to the Zariski topology for the spectrum of a commutative ring. In this talk, we study the Balmer spectrum of the right bounded derived category of finitely generated modules over a commutative Noetherian ring. We also consider classifying thick tensor ideals of the derived category. This talk is based on joint work with Hiroki Matsui. |
Commutative Algebra