On a finitely exchangeable version of Hewitt and Savage's theorem

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Guillaume Carlier

Ceremade, Université Paris-Dauphine

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On a system of non-Markovian and singular interacting particles and its mean-field limit

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On a finitely exchangeable version of Hewitt and Savage's theorem

Documents and media

Speaker(s)

Guillaume Carlier

Events

On transport equations (1)

Random matrices and PDEs

On transport equations (2)

Monge-Kantorovich distance for PDEs and coupling method

On transport equations (3)

On a finitely exchangeable version of Hewitt and Savage's theorem

On transport equations (4)

Radiative transfer in a fluid : mathematical analysis and numerical simulations

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A Mean Field Game Approach to Bitcoin Mining

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On transport equations (7)

Optimal forms and optimal control : existence, oscillatory methods, reaction-diffusion …

On transport equations (8)

Moment Constrained Optimal Transport Problem: Application to Quantum C…

On transport equations (9)

On a system of non-Markovian and singular interacting particles and its mean-field limit

Long-time optimization and stationarity : the turnpike problem

Network Approximation in High Contrast Homogenization

New Results on the Lieb-Thirring Inequality

Reaction statistics and Hill relation for Langevin dynamics

Long-time optimization and stationarity : the turnpike problem

Construction of explosive solutions for three-dimensional compressible Navier Stokes equations

Study of a parabolic nonlinear problem forward-backward

Positive schemes for the diffusion equation on deformed meshes

Numerical methods for calculating resonances in crystals with defects

Kato-Lax scattering methods for plasmas (and others)

Single- and double-layer graphene modeling

On a system of non-Markovian and singular interacting particles and its mean-field limit

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