Department 1: Algorithms, Computation, Image & Geometry

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