Department 1: Algorithms, Computation, Image & Geometry

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