Explore the intricacies of determinantal point processes in this advanced mathematics lecture delivered by Alexander Bufetov from the Institut de Mathematiques de Marseille, France. Delve into key concepts such as conditional measures, sign processes, and Gamma kernels. Gain insights into Palm measures and infinite determinantal measures. Part of the School and Workshop on Random Matrix Theory and Point Processes, this in-depth talk offers a comprehensive examination of cutting-edge mathematical theories and their applications.
Overview
Syllabus
Intro
Conditional measure
Sign process
Gamma kernel
Palm measures
Infinite determinantal measures
Taught by
ICTP Mathematics
Related Courses
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Determinantal Point Processes - Lecture 1
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Determinantal Point Processes - Lecture 3
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Determinantal Point Processes - II
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Determinantal Point Processes and Their Quasi-Symmetries - Alexander Bufetov
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Limit Shapes for Random Young Tableaux via Determinantal Point Processes
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An Introduction to Determinantal Point Processes - John C Urschel
