Jean Morlet Chair 2021- Conference: Kinetic Equations: From Modeling Computation to Analysis / Chaire Jean-Morlet 2021 - Conférence : Equations cinétiques : Modélisation, Simulation et Analyse

Collection Jean Morlet Chair 2021- Conference: Kinetic Equations: From Modeling Computation to Analysis / Chaire Jean-Morlet 2021 - Conférence : Equations cinétiques : Modélisation, Simulation et Analyse

Appears in collection : Jean Morlet Chair - 2021 - Sem 1 - Jin - Boston

Organizer(s) Bostan, Mihaï ; Jin, Shi ; Mehrenberger, Michel ; Montibeller, Celine
Date(s) 22/03/2021 - 26/03/2021
linked URL https://www.chairejeanmorlet.com/2355.html

All the collection videos (19)

40:31

published on April 9, 2021

Modal based hypocoercivity methods on the torus and the real line with application to Goldstein-Taylor models

By Anton Arnold

42:38

published on April 9, 2021

A new stability and convergence proof of the Fourier-Galerkin spectral method for the spatially homogeneous Boltzmann equation

By Jingwei Hu

44:21

published on April 9, 2021

Highly-oscillatory evolution equations: averaging and numerics

By Mohammed Lemou

37:15

published on April 9, 2021

Collective dynamics of quantized vortices in superfluidity and superconductivity

By Weizhu Bao

34:45

published on April 9, 2021

Stabilization of random kinetic equations

By Michael Herty

35:54

published on April 9, 2021

Large stochastic systems of interacting particles

By Pierre-Emmanuel Jabin

49:49

published on April 9, 2021

Quasilinear approximation of Vlasov and Liouville equations

By Claude Bardos

37:25

published on April 9, 2021

Large time asymptotics for evolution equations with mean field couplings

By Jean Dolbeault

36:53

published on April 9, 2021

Dynamical low-rank approximation for radiation transport

By Martin Frank

42:28

published on April 9, 2021

Partial regularity in time for the Landau equation with Coulomb interaction

By François Golse

32:38

published on April 9, 2021

Classical and quantum particles coupled to a vibrational environment

By Thierry Goudon

27:41

published on April 9, 2021

Mean-field-type limits of interacting particle systems for multiple species

By Ansgar Juengel

30:14

published on April 9, 2021

An inverse problem for a model of cell motion and chemotaxis

By Christian Klingenberg

38:30

published on April 9, 2021

Model predictive and random batch methods for a guiding problem

By Enrique Zuazua

36:18

published on April 9, 2021

Stable and unstable steady states for the HMF model

By Florian Mehats

47:03

published on April 9, 2021

Quantitative De Giorgi methods in kinetic theory

By Clément Mouhot

$An asymptotic preserving method for Levy Fokker Planck equation with fractional diffusion limit$
32:23

published on April 9, 2021

An asymptotic preserving method for Levy Fokker Planck equation with fractional diffusion limit

By Li Wang

$A De Giorgi argument for $L^{\infty}$ solution to the Boltzmann equation without angular cutoff$
38:38

published on April 9, 2021

A De Giorgi argument for $L^{\infty}$ solution to the Boltzmann equation without angular cutoff

By Tong Yang

41:48

published on April 9, 2021

Bacterial movement by run and tumble: models, patterns, pathways, scales

By Benoît Perthame

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