Department 1: Algorithms, Computation, Image & Geometry

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