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Department 1: Algorithms, Computation, Image & Geometry

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