MATH Semineri: “Stable unital basis, hyperfocal subalgebras and basic Morita equivalences”, C.-C. Todea, 11:00 21 Aralık (EN)

You are cordially invited to the Algebra Seminar organized by the Department of Mathematics.

Speaker: C.-C. Todea
(Joint work with Tiberiu Coconeţ)
(Technical University of Cluj-Napoca)

“Stable unital basis, hyperfocal subalgebras and basic Morita equivalences”

Abstract: We will present Conjecture 1.6 introduced by Barker and Gelvin in 2020, which says that any source algebra of a p-block (p is a prime) of finite group has the unit group containing a basis stabilized by left and right action of the defect group. We will reduce this conjecture to a similar statement about basis of the hyperfocal subalgebras in the source algebra. We will also investigate if such unital basis of source algebras of two p-blocks, stabilized by left and right action of the defect group, are transported trough basic Morita equivalences.

Date: Wednesday, December 21, 2022
Time: 11:00 – 12:00 (UTC+3)

This is an online seminar. To request the event link, please send a message to d.yilmaz@bilkent.edu.tr