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