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

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

 

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