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