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Department 1: Algorithms, Computation, Image & Geometry

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