Explore a 56-minute lecture by Georgios Papas from the University of Toronto, delivered as part of the 2021-2022 Fields Number Theory Seminar. Delve into the intricate topic of height bounds for certain exceptional points in variations of Hodge structures. Gain insights into advanced mathematical concepts and their applications in number theory. Access the abstract for a detailed overview of the talk's content and context within the broader seminar series.
Height Bounds for Certain Exceptional Points in Some Variations of Hodge Structures
Overview
Syllabus
Height Bounds for Certain Exceptional Points in Some Variations of Hodge Structures
Taught by
Fields Institute
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Quantized Integrable Systems, Normal Forms, and Variation of Hodge Structures
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The Galois Group of the Category of Mixed Hodge Tate Structures
