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Department 1: Algorithms, Computation, Image & Geometry

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