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  1. Godinho Pereira, David [Author] ; Paris Est [Contributor]; Fournier, Nicolas [Contributor]

    Contribution à l'étude des équations de Boltzmann, Kac et Keller-Segel à l'aide d'équations différentielles stochastiques non linéaires ; Contribution to the study of Boltzmann's, Kac's and Keller-Segel's equations with non-linear stochastic differentials equations

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    theses.fr, 2013-11-25

  3. Poulain, Alexandre [Author] ; Sorbonne université [Contributor]; Perthame, Benoît [Contributor]; Lorenzi, Tommaso [Contributor]

    Modèles de tissus vivants, simulations numériques et immunothérapie des cancers ; Models of living tissues, numerical simulations and immunotherapy of cancers

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    theses.fr, 2021-09-27

  4. Roux, Pierre [Author] ; Université Paris-Saclay (ComUE) [Contributor]; Hilhorst, Danielle [Contributor]; Salort, Delphine [Contributor]

    Équations aux dérivées partielles de type Keller-Segel en dynamique des populations et de type Fokker-Planck en neurosciences ; Partial differential equations of Keller-Segel type in population dynamics and of Fokker-Planck type in neurosciences

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    theses.fr, 2019-12-06

  7. Vilches, Karina [Author] ; Paris 6 [Contributor]; Universidad de Chile [Contributor]; Conca, Carlos [Contributor]; Perthame, Benoît [Contributor]

    Study of mathematical models of phenotype evolution and motion of cell populations ; Étudier sur des modèles mathématiques du mouvement et de l'évolution phénotypique d'une population de cellules

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    theses.fr, 2014-04-17

  8. Fu, Xiaoming [Author] ; Bordeaux [Contributor]; Magal, Pierre [Contributor]

    Reaction-diffusion Equations with Nonlinear and Nonlocal Advection Applied to Cell Co-culture ; Équation de réaction-diffusion avec advection non-linéaire et non-locale appliquée à la co-culture cellulaire

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    theses.fr, 2019-11-19

  9. Román, Carlos [Author] ; Paris 6 [Contributor]; Sandier, Etienne [Contributor]; Serfaty, Sylvia [Contributor]

    Analysis of singularities in elliptic equations : the Ginzburg-Landau model of superconductivity, the Lin-Ni-Takagi problem, the Keller-Segel model of chemotaxis, and conformal geometry ; Analyse des singularités dans les équations elliptiques : le modèle de superconductivité Ginzburg-Landau, le problème Lin-Ni-Takagi, le modèle Keller-Segel de chimiotaxie , et la géométrie conforme

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    theses.fr, 2017-12-15

  12. Quininao, Cristobal [Author] ; Paris 6 [Contributor]; Perthame, Benoît [Contributor]; Touboul, Jonathan [Contributor]; Mischler, Stéphane [Contributor]

    Mathematical modeling in neuroscience : collective behavior of neuronal networks & the role of local homeoproteins diffusion in morphogenesis ; Modélisation mathématique en neuroscience : comportement collectif des réseaux neuronaux & rôle de la diffusion locale des homéoprotéines dans la morphogenèse

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    theses.fr, 2015-06-02

  13. Tomasevic, Milica [Author] ; Université Côte d'Azur (ComUE) [Contributor]; Talay, Denis [Contributor]

    Sur une interprétation probabiliste des équations de Keller-Segel de type parabolique-parabolique ; On a probabilistic interpretation of the Keller-Segel parabolic-parabolic equations

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    theses.fr, 2018-11-14

  14. Campos Serrano, Juan [Author] ; Paris 9 [Contributor]; Dolbeault, Jean [Contributor]; Del Pino Manresa, Manuel [Contributor]

    Modèles attractifs en astrophysique et biologie : points critiques et comportement en temps grand des solutions ; Attractive models in Astrophysics and Biology : Critical Points and Large Time Asymtotics

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    theses.fr, 2012-12-14

  15. Davis, Paige [Author]

    Absolute Instabilities of Travelling Waves Solutions in a KellerSegel Model

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    [Erscheinungsort nicht ermittelbar]: Banff International Research Station (BIRS) for Mathematical Innovation and Discovery, 2021

    Published in: Multiscale Models for Complex Fluids: Modeling and Analysis ; (Jan. 2021)

  17. Griette, Quentin [Author] ; Matano, Hiroshi (Moderation, Organization) [Other]; Ninomiya, Hirokazu (Organization) [Other]; Polacik, Peter (Organization) [Other]; Rossi, Luca (Organization) [Other]

    Sharp discontinuous traveling waves in a hyperbolic Keller–Segel equation

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    [Erscheinungsort nicht ermittelbar]: Banff International Research Station (BIRS) for Mathematical Innovation and Discovery, 2020

    Published in: Interfacial Phenomena in Reaction-Diffusion Systems (Online) (20w5205) ; (Jan. 2020)