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Department 1: Algorithms, Computation, Image & Geometry

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