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Department 1: Algorithms, Computation, Image & Geometry

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