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