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Department 1: Algorithms, Computation, Image & Geometry

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Keywords

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