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Integro-differential equations Gamma-convergence Nonlinear elasticity Numerical simulations Finite element method Existence Stabilization Null controllability Mathematical modeling Elasticity Computational fluid dynamics Finite element Numerical simulation Maxwell equations Gross-Pitaevskii equation Numerical analysis Navier-Stokes equations Population dynamics Volumes finis Domain decomposition Modélisation Inverse problem Heat equation Boltzmann equation Mean field games Traveling waves Asymptotic analysis Backstepping Free surface flows Partial differential equations Periodic homogenization Level set method Travelling waves Modeling Conservation laws Linear elasticity Data assimilation Incompressible fluid Relaxation Shells Adaptive evolution Reaction-diffusion equations Mathematical biology Hamilton-Jacobi equation Finite volume scheme Optimal control Cell division Discontinuous Galerkin Domain decomposition methods A posteriori error estimates Cell population dynamics Mesh adaptation Control Fluid-structure interaction Mathematical oncology Shape optimization Hemodynamics Two-phase flows Blood flow A posteriori error estimate Cancer Homogenization Analyse asymptotique FreeFem++ Contact Transport equation Kinetic equations Controllability Wave equation Optimisation de formes Neural networks Boundary conditions Interaction fluide-structure Viscosity solutions Pontryagin maximum principle Robustness Finite volume Calculus of variations Cardiac electrophysiology Chemotaxis Imaging in complex media Structured populations Finite volumes Sadco Hyperbolic systems Error estimates Mathématiques Schrödinger equation Hamilton-Jacobi equations Analyse numérique Numerical methods Stability Finite elements Parameter estimation Inverse problems Asymptotics Tumor growth Grenoble Stokes equations Finite volume method