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Department 1: Algorithms, Computation, Image & Geometry

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Image registration Crible algébrique Windowed Fourier analysis Faithful rounding Optimization Function field sieve Discrete structure Theta functions Sparsity Dominant points Number Field Sieve Cryptographie Topology Hyperelliptic curves Digital geometry Modeling Neural networks Impression 3D Courbes elliptiques Fabrication Optimal pattern Delaney-Dress tiling theory Rademacher complexity Regression Segmentation Fonctions thêta Logarithme discret Bivariate system Discrete hyperplane Voronoi diagrams Cryptanalysis 3D printing Displacement Software Courbes hyperelliptiques Deep learning Inverted pendulum Kinematics Parallel computing Digital image correlation Abelian varieties Dominant point Metrology Delaunay triangulation Algorithm Additive manufacturing Augmented reality Full-field measurement Convex optimization GPU Probabilistic analysis Computer algebra Finite field Heteroscedastic noise Computer vision Orbifolds Delaunay triangulations System identification Differentiator Checkerboard Numerical algorithm Algorithms Computer Assisted Surgery Metrological performance Biomechanical Modeling Discrete logarithm Cryptography Isogénies Machine learning Discrete geometry Géométrie discrète Hybrid systems Corps finis Classification Shape modeling Cylindrical algebraic decomposition Factorization Noise Global optimization Discrete logarithm problem Design Convex relaxation Margin classifiers 3D Printing Computational geometry Couplage Optimal transport Complexity Additive Manufacturing Medical imaging Parallel robot Piecewise affine systems Singularities Grid method Switched regression Deconvolution Finite fields Learning theory Number field sieve Localized spectrum analysis