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Department 1: Algorithms, Computation, Image & Geometry

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