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