index - Labex Bézout - Modèles et algorithmes : du discret au continu

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Deconvolution Kinetic equation Heterogeneous coefficients Sampling Dis- crete Poincaré inequality Goodness-of-fit tests C-epsilon density patchs Adaptation modèle Image analysis Density in small time Duality Image reconstruction Estimation erreur Aubin–Nitsche duality argument Formal languages Inner radius Hausdorff distance Finite elements Anscombe transform Magnetic resonance imaging Interval Exchanges Hexagonal grid Edge finite elements Adaptive test Adaptation HP Inhomogeneous Navier-Stokes equations Digitized rotations Hyperbolic systems with relaxation sources Lockdown Keywords Large random matrices Bifix Codes Combinatorial analysis Inverse problems Incompressible flows Hall's Theorem Concentration of measure Image consistency Malliavin calculus for jump processes Majorization-minimization Stable process Image segmentation Adjoint problem Boussinesq equations Majorization Optimization Incidence geometry Deinterlacing LAMN property Hankel matrices Combinatorial Optimization Honeycomb geometry Discrepancy Dyck shifts Elliptic equations Almost-group automata Linear Involutions Electricity Markets Embeddings Algebraic construction Local characterization Discretization adaptation Certification Convex optimization Subspace algorithms Detection Complex-valued signals COVID-19 Digital topology Intensive Care Unit ICU Mahler conjecture Boundary penalty Langevin dynamics Adjoint Formal series Automata theory Manifolds Descent methods Expansion Convex hull Hybrid Monte Carlo Hierarchical watersheds Block-coordinate approach Heawood Inequality Digital geometry Hierarchy of partitions Lévy process 3D Bijective transformations Brunn–Minkowski Discontinuous Galerkin method Striated regularity A posteriori estimates Covariance matrices Local Search Interfaces Combination of saliency maps Error estimates C-1 Coulomb gas Bijectivity

 

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