Dispatches from the Ends of the Stability Manifold - Lecture 4
Offered By: M-Seminar, Kansas State University via YouTube
Course Description
Overview
Explore the fourth lecture in a series on stability manifolds and their applications in algebraic geometry, delivered by Daniel Halpern-Leistner from Cornell University at the M-Seminar, Kansas State University. Delve into the structure of the boundary of augmented stability conditions, examining the manifold-with-corners conjecture and its implications. Investigate how this conjecture, if proven for smooth and proper dg-categories, could lead to the existence of proper moduli spaces of semistable objects for any stability condition. Gain insights into the noncommutative minimal model program, multi-scale decompositions, and the space of augmented stability conditions. This 1-hour 17-minute talk builds upon previous lectures in the series, offering a deep dive into cutting-edge research at the intersection of homological algebra, algebraic geometry, and category theory.
Syllabus
Daniel Halpern-Leistner - Dispatches from the ends of the stability manifold (Lec 4)
Taught by
M-Seminar, Kansas State University
Related Courses
One-Dimensional Objects - Algebraic TopologyInsights into Mathematics via YouTube Distinguishing Monotone Lagrangians via Holomorphic Annuli - Ailsa Keating
Institute for Advanced Study via YouTube Pseudoholomorphic Curves with Boundary - Can You Count Them? Can You Really? - Sara Tukachinsky
Institute for Advanced Study via YouTube Mixing Surfaces, Algebra, and Geometry
Joint Mathematics Meetings via YouTube Representations of Fuchsian Groups, Parahoric Group Schemes by Vikraman Balaji
International Centre for Theoretical Sciences via YouTube