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Explore the mathematical concept of monodromy special loci in this advanced mathematics lecture from the Workshop on Special Cycles and Related Topics at the Institute for Advanced Study. Delve into the fundamental question of identifying subvarieties where monodromy drops for local systems on complex algebraic varieties. Examine how these monodromy special loci serve as a natural generalization of the positive period dimension components of Hodge loci. Learn about the theoretical framework and applications of this specialized area of algebraic geometry through detailed mathematical exposition and analysis. Gain insights into current research developments in the intersection of local systems, monodromy theory, and special cycles from a leading expert in the field.
Syllabus
10:45am|Simonyi Lecture Hall
Taught by
Institute for Advanced Study