معرفی
Bénédicte Haas is a Professor in the Department of Mathematics at Sorbonne Paris Nord University, affiliated with the Galileo Institute and LAGA laboratory (Laboratoire Analyse, Géométrie et Applications). Her research focuses on probabilistic structures including random trees, fragmentation processes, and self-similar Markov processes, with applications spanning mathematical physics and combinatorial theory.
Her academic credentials include a PhD (2005) on Fragmentation and mass loss and an Habilitation à diriger les recherches (2010) on Random trees and fragmentations, both from Sorbonne Paris Nord University. These qualifications established her expertise in stochastic processes and tree-valued structures.
Haas investigates scaling limits, asymptotic behaviors, and dust formation in fragmentation models, with recent work extending to stable graphs and multi-type branching structures. Her research bridges theoretical probability with concrete applications in evolutionary biology and statistical physics, characterized by rigorous mathematical analysis of discrete-to-continuum transitions.
Publication trends (2010-2023) reveal sustained focus on fragmentation kinetics and tree models, evolving toward tail asymptotics and complex graph structures. Key themes include extinction time analysis, line-breaking constructions, and multi-type branching dynamics, demonstrating increasing mathematical sophistication while maintaining core probabilistic foundations.
- prix des Annales de l'IHP Proba. Stat. 2010 (for work on self-similar fragmentations)
As an Associate Editor for ESAIM Probability and Statistics and member of the ANR GRAAL project (GRaphes and Random Trees), Haas contributes to collaborative research networks. Her teaching spans undergraduate algebra/probability courses to graduate seminars on random trees, reflecting comprehensive pedagogical engagement. Current grants support interdisciplinary work on graph-theoretic approaches to stochastic processes.
Within LAGA's Probability and Statistics Team, Haas co-leads research on continuum random trees and fragmentation kinetics, maintaining active collaboration with international probabilists through the ANR GRAAL consortium and editorial responsibilities.
