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Department 1: Algorithms, Computation, Image & Geometry

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