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  • Videos (159)
    Homogenization for generalized Langevin equations
    18:51
    published on December 18, 2019

    Homogenization for generalized Langevin equations

    By Soon Hoe Lim

    IHP

    Appears in collection : Nonlinear and stochastic methods in climate and geophysical fluid dynamics

    Missing fields : cross diffusion

    Score: 9.92741
    Diffusion redistanciation schemes, Willmore problem and red blood cells
    published on August 3, 2018

    Diffusion redistanciation schemes, Willmore problem and red blood cells

    By Emmanuel Maitre

    CIRM

    Missing fields : cross

    Score: 9.716961
    Gene Flow across a geographical barrier
    17:30
    published on May 18, 2017

    Gene Flow across a geographical barrier

    By Raphael Forien

    IHES

    Consider a species scattered along a linear habitat. Physical obstacles can locally reduce migration and genetic exchanges between different parts of space. Tracing the position of an individual's ancestor(s) back in time allows to compute the expected genetic composition of such a population. ...

    Appears in collection : Les probabilités de demain 2017

    Missing fields : cross diffusion

    Score: 9.603664
    Schémas volumes finis pour des équations elliptiques en 1D (part 1/2)
    published on December 10, 2020

    Schémas volumes finis pour des équations elliptiques en 1D (part 1/2)

    By Florence Hubert

    CIMPA

    Nous introduisons les méthodes volumes finis pour des équations de diffusion stationnaires et instationnaires en ...

    Appears in collection : Florence Hubert: Introduction aux méthodes volumes finis en 1D

    Missing fields : cross

    Score: 9.433574
    Schémas volumes finis pour des équations elliptiques en 1D (part 2/2)
    published on December 10, 2020

    Schémas volumes finis pour des équations elliptiques en 1D (part 2/2)

    By Florence Hubert

    CIMPA

    Nous introduisons les méthodes volumes finis pour des équations de diffusion stationnaires et instationnaires en ...

    Appears in collection : Florence Hubert: Introduction aux méthodes volumes finis en 1D

    Missing fields : cross

    Score: 9.433574
    Leapfrogging for the axisymmetric Gross-Pitaevskii equation
    published on July 15, 2016

    Leapfrogging for the axisymmetric Gross-Pitaevskii equation

    By Didier Smets

    CIRM

    ... We will explain where it comes from and indicate a rigorous derivation in the case of the axisymmetric Gross-Pitaevskii equation.

    Appears in collection : New challenges in mathematical modelling and numerical simulation of superfluids / Nouveaux défis dans la modélisation mathématique et la simulation numérique de systèmes superfluides

    Missing fields : cross diffusion

    Score: 9.322371
    Concentrated vorticity in the Gross-Pitaevskii equations
    53:26
    published on July 4, 2016

    Concentrated vorticity in the Gross-Pitaevskii equations

    By Robert Jerrard

    IHES

    We will present recent results describing the behavior of certain solutions of the Gross-Pitaevskii equations, in a particular scaling regime, for initial data with concentrated vorticity.

    Appears in collection : Nonlinear Waves Trimester - June Conference

    Missing fields : cross diffusion

    Score: 9.322371
    Modified scattering for the Gross-Pitaevskii equation
    48:53
    published on June 3, 2016

    Modified scattering for the Gross-Pitaevskii equation

    By Laurent Thomann

    IHES

    We consider the cubic nonlinear Schrödinger equation with harmonic trapping. In the case when all but one directions are trapped, we prove modified scattering and construct modified wave operators for small initial and final data respectively. Actually, we prove that the asymptotic behavior of ...

    Appears in collection : Nonlinear Waves Trimester - May Conference

    Missing fields : cross diffusion

    Score: 9.322371
  • Collections (8)
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