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Department 1: Algorithms, Computation, Image & Geometry

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