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        <description>Project Summary

The project is organized around the interaction between probability theory and analysis of partial differential equations, with a particular focus on the use of functional inequalities as a structuring tool, to solve open problems in applied mathematics. We are interested in several broad areas of mathematics, including interacting particle systems, analysis of evolution equations and their long-time behavior, mean-field dynamics, stability of functional inequalities, and numeri…</description>
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        <description>Events supported by the project

PDE and Probability in Interaction: functional inequalities, optimal transport and particle systems Organizers: Pierre Monmarché, Julien Reygner, André Schlichting and Marielle Simon

Journées de lancement du projet, Rennes, 25-27 juin 2024. Organizer : François Bolley

Rencontre Conviviality 2025, Lyon, 16-18 juin 2025. Organizers : Marielle Simon, Christophe Poquet et Ivan Gentil</description>
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	*  A two-year postdoctoral contract at the ICJ in Université Claude Bernard Lyon 1 is open for applications. Deadline : February 28th 2025. More details : .
	*  A two-year postdoctoral contract at the LJLL in Université Paris Cité. Deadline February 25th 2024</description>
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        <description>Membres du projet

Nathalie Ayi (Sorbonne Université)

Anna Ben-Hamou (Sorbonne Université)

François Bolley (ENS de Rennes)

Michel Bonnefont (Université Bordeaux 1)

Charles Bordenave (Aix-Marseille Université)

Emeric Bouin (Université Paris Dauphine)

Kleber Carrapatoso (Ecole Polytechnique)

Djalil Chafaï (ENS-PSL et Université Paris Dauphine)

Giovanni Conforti (École Polytechnique</description>
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        <description>Hal webpage of the project</description>
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        <title>start</title>
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        <description>Conviviality is a collaborative research project funded by the French Agence Nationale de la Recherche (ANR) for the period 2023-2028. It is coordinated by Max Fathi (Université Paris Cité) and Christophe Poquet (Université Lyon 1) and connects mathematicians across several research centers in France. Conviviality means</description>
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