Evgeny Feigin - PBW Degenerations, Quiver Grassmannians, and Toric Varieties

Offered By: International Mathematical Union via YouTube

Course Description

Overview

Explore a 45-minute conference talk that delves into the recently discovered connections between Lie theory, quiver Grassmannians, and various degenerations of flag varieties. Begin with an examination of the induced Poincaré–Birkhoff–Witt filtration on highest weight representations and its relation to PBW degenerate flag varieties. Gain insights into advanced mathematical concepts and their interrelationships as presented by Evgeny Feigin at the International Mathematical Union conference. Access accompanying slides for visual aids and additional information to enhance understanding of this complex mathematical topic.

Syllabus

Evgeny Feigin: PBW degenerations, quiver Grassmannians, and toric varieties

Taught by

International Mathematical Union

Related Courses

The Pentagon and Numbers Games - A Dualization of the Mutation Game
Insights into Mathematics via YouTube Peng Shan- On Geometrical Realization of Centers
International Mathematical Union via YouTube Frontiers in Mathematics Lecture Series - Research Talk
IMSA via YouTube The Formal Model of Semi-Infinite Flag Manifolds
International Mathematical Union via YouTube Fundamentals of Lie Groupoids and Algebroids - Lecture Series
IMSA via YouTube