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

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Nuage de mots clés

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

 

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