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Department 1: Algorithms, Computation, Image & Geometry

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System identification Digital image correlation Learning theory Augmented reality Vanishing points Rademacher complexity Cylindrical algebraic decomposition Finite field Voronoi diagrams Number field sieve Clustering Mesh untangling Grid method Biomechanical simulation Fabrication Shape modeling Cryptographie Localized spectrum analysis Delaunay triangulations Isogénies Finite Fields 3D Printing Correct rounding Image registration Floating-point arithmetic Parallel robot Piecewise affine systems Computer vision Windowed Fourier analysis Regression Vision par ordinateur Geometry processing Algorithm Lightweight cryptography Discrete logarithm Numerical simulation Delaunay triangulation Réalité augmentée Delaney-Dress tiling theory Topology Digital Image Correlation Additive Manufacturing 3D printing Computational geometry Courbes hyperelliptiques Neural networks Courbes elliptiques Apprentissage profond Software Bivariate system Displacement Mitral valve Optimal pattern Augmented Reality Géométrie discrète Image processing Segmentation Logarithme discret CNN Deep learning Object detection Cryptanalysis Convex relaxation Computing methodologies Rigid motion Hyperbolic surface Inverted pendulum Function field sieve Machine learning Deconvolution Algorithms Image analysis Discrete geometry Theta functions Complexity Finite fields Voronoi diagram Kinematics Switched systems Abelian varieties Number Field Sieve Metrology Digital geometry Fabrication additive Checkerboard Boomerang attack Sparsity Dominant point Full-field measurement Global optimization Hyperelliptic curves Biomechanical Modeling Implicit surfaces Meshing Authenticated encryption Cryptography Classification Probabilistic analysis Additive manufacturing Pose estimation