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Department 1: Algorithms, Computation, Image & Geometry

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