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Department 1: Algorithms, Computation, Image & Geometry

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