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Department 1: Algorithms, Computation, Image & Geometry

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Cryptanalysis Convex optimization Computing methodologies Fabrication Cryptographie Windowed Fourier analysis Digital image correlation Augmented reality Impression 3D Delaunay triangulation Checkerboard Inverted pendulum Additive manufacturing Software Regression Computer vision Topology Voronoi diagrams Biomechanical simulation Full-field measurement Differentiator Corps finis Hybrid systems Algorithms Computational geometry Cubical complexes 3D printing Dominant points Digital geometry Courbes hyperelliptiques Bivariate system Delaunay Triangulation Global optimization Fabrication additive Rademacher complexity Experimental mechanics Finite field Segmentation Crible algébrique Computer algebra Mitral valve Function field sieve Cylindrical algebraic decomposition Apprentissage profond Fonctions thêta Metrology Couplage Finite fields Image registration Meshing Computer Assisted Surgery Discrete hyperplane Deconvolution Cryptography Delaunay triangulations Discrete logarithm problem 3D Printing Authenticated encryption Localized spectrum analysis Probabilistic analysis Grid method Logarithme discret Geometry processing Discrete structure Classification Parallel robot Theta functions Delaney-Dress tiling theory Piecewise affine systems Isogénies Machine learning Learning theory Sparsity Complexity Convex relaxation Algorithm Design Additive Manufacturing Courbes elliptiques Number field sieve Deep learning Géométrie discrète Shape modeling Number Field Sieve Discrete geometry Factorization Medical imaging Certified Numerical Algorithms Abelian varieties Clustering Kinematics Generic Singularities Dominant point Hyperelliptic curves Faithful rounding Displacement GPU System identification Discrete logarithm Biomechanical Modeling