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Department 1: Algorithms, Computation, Image & Geometry

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