Branching Random Walks on Zd for d ≥ 4 - Excess Folding and Branching Capacity

Overview

Explore the intricacies of Branching Random Walks on Zd for dimensions greater than or equal to 4 in this 48-minute lecture presented by Amine Asselah from Université Paris-Est Créteil. Recorded on May 8, 2024, at IPAM's Statistical Mechanics Beyond 2D Workshop, delve into estimates for excess folding of Branching Random Walks and understand the crucial role of branching capacity. Gain insights into this advanced topic in statistical mechanics and probability theory, expanding your knowledge of complex mathematical models and their applications.

Syllabus

Amine Asselah - Branching Random Walks on Zd, for d 4 - IPAM at UCLA

Taught by

Institute for Pure & Applied Mathematics (IPAM)

Reviews

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