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Department 1: Algorithms, Computation, Image & Geometry

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