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Department 1: Algorithms, Computation, Image & Geometry

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