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