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

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

 

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