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

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

 

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