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Department 1: Algorithms, Computation, Image & Geometry

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