Séminaire Probabilités
Responsables
Fréquence
Hebdomadaire
Jour-Horaires
Mardi, 14h30 – 15h30
Lieu
St Charles, salle de séminaire (accès)
Les prochains séminaires
06
Mai
13
Mai
On uniform in time propagation of chaos in the metastable Curie-Weiss model
Pierre LE BRIS
Some low temperature particle systems in mean-field interaction are ergodic with respect to a unique invariant measure, while their (non-linear) mean-field limit may possess several [...]
27
Mai
Équations différentielles stochastiques avec réflexion normale sur des ensembles mobiles.
Nabil KAZI-TANI
Résumé : Le processus de « sweeping » de Moreau est un système dynamique modélisé par une inclusion différentielle déterministe, décrivant l’évolution d’un point « balayé » [...]
03
Juin
A branching particle system as a model of FKPP fronts
Julie TOURNIAIRE
The FKPP equation is a common model in population dynamics, describing how a population spreads and grows over time and space, resulting in wave-like patterns. [...]
Événements passés
Convergence of the Cahn-Hilliard equation - Mauro Mariani
Mauro Mariani
I will discuss some variational methods to guess and prove convergence results for some singular PDEs and stochastic dynamics. As a toy example, one can [...]
10
Oct
Limit Theorems for some functionals of Markov chain with heavy tails: Convergence to stable processes with index α ∈ (0, 2) - Solym Mawaki Manou-Abi
Solym Mawaki Manou-Abi
In this talk we consider the problem of asymptotic behavior for ad- ditive functional of ergodic Markov chains. Convergence results (Central Limit Theorem (CLT) and [...]
Convergence and regularity of probability laws using an interpolation method - Vlad Bally
Vlad Bally
Recently Fournier and Printemps establish a methodology which allows to prove absolute continuity for the law of the solution of some stochastic equations with low [...]
Historique des responsables du séminaire
– du 01/09/2019 au 31/04/2024 : Charles Bordenave et Erwan Hillion
– du 01/09/2015 au 31/08/2019 : Erwan Hillion
– du 01/01/2014 au 31/08/2015 : Sébastien Darses, Bruno Schapira
