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Department 1: Algorithms, Computation, Image & Geometry

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