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Characterizing the Directed Landscape Through the KPZ Fixed Point

Fields Institute via YouTube

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This lecture by Duncan Dauvergne from the University of Toronto explores the characterization of the directed landscape through the KPZ fixed point. Delve into advanced probability theory concepts as part of the Fields Institute's Toronto Probability Seminar scheduled for Monday, March 31, 2025. Learn about the mathematical properties and applications of the Kardar-Parisi-Zhang (KPZ) fixed point and its relationship to directed landscapes in probability theory.

Syllabus

Characterizing the directed landscape through the KPZ fixed point

Taught by

Fields Institute

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