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Department 1: Algorithms, Computation, Image & Geometry

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