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

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

 

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