Explore the intricacies of singularities in the Minimal Model Program within positive characteristic mathematics through this 56-minute lecture delivered by Emelie Arvidsson from the University of Utah. Delve into advanced algebraic geometry concepts as part of the 2023 Fields Medal Symposium honoring Caucher Birkar's work. Gain insights into the challenges and recent developments in this specialized area of mathematics, expanding your understanding of geometric structures in positive characteristic settings.
The Singularities of the Minimal Model Program in Positive Characteristic
Overview
Syllabus
The singularities of the Minimal Model Program in positive characteristic
Taught by
Fields Institute
Related Courses
-
The Log Minimal Model Program for Excellent Threefolds
-
Singularity Invariants in Positive Characteristic
-
Vanishing Theorems in Positive Characteristic
-
Studying the Birational Geometry of Complex Fano Hypersurfaces via Characteristic
-
Understanding and Measuring Singularities in Algebraic Geometry
-
F-Singularities — Applications of Characteristic P Methods to Singularity Theory
