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Department 1: Algorithms, Computation, Image & Geometry

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