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Department 1: Algorithms, Computation, Image & Geometry

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