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Current fluctuations in the one dimensional Symmetric Exclusion Process with ...
International audience -
Fully Analyzing an Algebraic Polya Urn Model
International audience -
Exit problem of McKean-Vlasov diffusions in convex landscape
32 pages. Anglais corrigé. -
Activity phase transition for constrained dynamics
Published in Communications in Mathematical Physics: Volume 311, Issue 2 (2012), Page 357-396 -
Inviscid Large deviation principle and the 2D Navier Stokes equations with a ...
International audience -
The East model: recent results and new progresses
International audience -
Correlation asymptotics from large deviations in dynamical systems with infin...
International audience -
Large deviations for estimators of unknown probabilities, with applications i...
International audience -
Large Deviations Principles for Perturbed Conservation Laws
International audience -
Large Deviations Principle for Stochastic Scalar Conservation Laws
International audience -
Gamma-entropy cost functional for non-entropic solutions to conservation laws
International audience -
Yule process sample path asymptotics
This research report presents two results on sample paths for the Yule process: one fluid limit theorem and one sample path large deviation result. The main interest... -
Rare events in many-body systems: reactive paths and reaction constants for s...
This PhD thesis deals with the study of fundamental physics phenomena, with applications to nuclear materials of interest. We have developed methods for the study of... -
Coupled oscillators, disorder and synchronization
In this thesis, we study the synchronization Kuramoto model and more generally systems of mean-field interacting diffusions on the circle, in the presence of another... -
Self-interacting processes and large deviations
This thesis focuses on various aspects of non-Gaussian distributions and processes sharing scaling properties where the exponent 2/3 appears. The two probabilistic... -
Stochastic differential equations with non-lipschitz coefficients: I. Pathwis...
A short version will be published in C. R. Acad. Paris.
