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Department 1: Algorithms, Computation, Image & Geometry

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