Title: Prismatic construction of potentially crystalline deformation ring up to p-power torsion
Speaker: 闵钰（香港科技大学）
Time: 1.27 (Tuesday), 10:30-11:30
Venue: Room 315, Gewu Building
Abstract: Kisin proved that there exists a quotient of the unrestricted local deformation ring, which parametrizes potentially semistable representations with Hodge—Tate weights lying in a fixed interval. We will introduce how to use prismatic theory to give a moduli construction of this deformation ring up to p-power torsion.
