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Department 1: Algorithms, Computation, Image & Geometry

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