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Department 1: Algorithms, Computation, Image & Geometry

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