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