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