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Department 1: Algorithms, Computation, Image & Geometry

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