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

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

 

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