معرفی
Benjamin Dadoun is an Associate Professor in the field of probability theory at Le Mans University, affiliated with the Laboratoire Manceau des Mathématiques (LMM). His research focuses on asymptotic convex geometry, random matrices, high-dimensional phenomena, and growth-fragmentation processes.
His research interests include:
- Asymptotic behavior of random structures in high dimensions
- Growth-fragmentation processes and their scaling limits
- Random convex polytopes and their geometric properties
- Random matrix theory and associated energy functionals
Dadoun's recent publications demonstrate a strong focus on the intersection of probability theory, convex geometry, and high-dimensional analysis. His work often involves establishing precise asymptotic behaviors and phase transitions in high-dimensional settings. He has made significant contributions to understanding the properties of Schatten balls, Poisson polytopes, and growth-fragmentation processes, with publications in top journals like Journal of Functional Analysis and Random Matrices: Theory and Applications.
His doctoral thesis completed at the University of Zurich under Jean Bertoin established foundational work on growth-fragmentation processes, showing how these continuous processes emerge as scaling limits of discrete Markov branching structures.
