Commutative Algebra Seminar

Date: Friday, Feb 6, 2026

Time: 2:00PM - 3:00PM

Location: LCB 222

Antonia Kekkou

Utah

Title	Level and Regular Sequences in Triangulated Categories
Abstract	Regular sequences are a fundamental tool in commutative algebra. In this talk, we introduce a notion of regular sequences in $R$-linear triangulated categories, where $R$ is a graded-commutative ring. As an application of this definition, we show that the length of regular sequences provides lower bounds on levels. This is joint work with Janina C. Letz and Marc Stephan.

Commutative Algebra Derived categories