Explore the intricate connections between higher rank finite generation and K-stability in this illuminating lecture by Princeton University's Chenyang Xu. Delivered as part of the 2023 Fields Medal Symposium honoring Caucher Birkar, delve into advanced mathematical concepts and their applications in algebraic geometry. Gain insights into cutting-edge research and theoretical developments in this 57-minute presentation from a leading expert in the field.
Higher Rank Finite Generation and K-Stability
Overview
Syllabus
Higher rank finite generation and K-stability
Taught by
Fields Institute
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Finite Generation and K-Stability
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On K-Moduli Spaces of Fano 3-Folds
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Uniform Stability of Higher-rank Lattices - Lecture 2
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Uniform Stability of Higher-rank Arithmetic Groups - Lecture 1
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Geometry of Arc Spaces and Related Constructions
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Minicourse: Uniform Stability of Higher-rank Arithmetic Groups - Lecture 3
