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Department 1: Algorithms, Computation, Image & Geometry

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