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Cancer Mathematical modeling Linear elasticity Inverse problem Navier-Stokes equations Finite volume method Finite volume Optimization Viscosity solutions Mean field games Finite volumes Reaction-diffusion equations Sub-Riemannian geometry Partial differential equations Calculus of variations Schrödinger equation Asymptotic behavior Incompressible limit Finite element Null controllability Nonlinear elasticity Finite elements Radiative transfer Fluid-structure interaction Finite element method Tumor growth Grenoble Shells Shape optimization Inverse problems Elasticity Reduced basis method Wolbachia FreeFem++ Integro-differential equations Controllability Stability Structured populations Boltzmann equation Contrôle optimal Homogenization Incompressible fluid Domain decomposition Neural networks Hyperbolic system Hamilton-Jacobi equations Kinetic equations Relaxation Quantum control Interaction fluide-structure Population dynamics Discontinuous Galerkin Maxwell equations Control Maximum principle Domain decomposition methods Mathematical biology Optimal control Data assimilation Boundary conditions Wave equation Stabilization Asymptotic analysis Hemodynamics Level set method Imaging in complex media Heat equation Optimisation de forme Dimension reduction Gamma-convergence Pontryagin maximum principle Numerical simulation Modeling Travelling waves Transport equation Numerical methods Hamilton-Jacobi equation Analyse asymptotique Analyse numérique Numerical analysis Cell population dynamics Gross-Pitaevskii equation General relativity Traveling waves Uncertainty quantification Error estimates Adaptive evolution Convergence Periodic homogenization Existence Parallel computing Hyperbolic systems Blood flow Modélisation Robustness Numerical simulations Backstepping Observability Finite volume scheme Chemotaxis