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

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

 

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