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Department 1: Algorithms, Computation, Image & Geometry

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