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Department 1: Algorithms, Computation, Image & Geometry

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Computational geometry Full-field measurement Localized spectrum analysis Meshing Dominant points Computer vision Hybrid systems Number Field Sieve Displacement Image registration Augmented reality Courbes elliptiques Digital image correlation Digital geometry Abelian varieties Optimization Shape modeling Heteroscedastic noise Segmentation Regression Sparsity Windowed Fourier analysis Corps finis Parallel robot Cryptographie Rademacher complexity Isogénies Design Cryptography Generic Singularities Software Factorization Discrete structure Géométrie discrète Computer algebra Additive manufacturing Medical imaging Hyperbolic surface Differentiator GPU Inverted pendulum Dominant point Learning theory Finite field Topology Discrete logarithm Faithful rounding System identification Fabrication Delaunay Triangulation Number field sieve Discrete logarithm problem Classification Biomechanical Modeling Metrology Grid method Geometry processing Singularities Logarithme discret Delaney-Dress tiling theory Clustering Convex optimization Fonctions thêta Experimental mechanics Bivariate system 3D Printing Courbes hyperelliptiques Algorithm Machine learning Piecewise affine systems Switched regression Delaunay triangulations Vision par ordinateur Cylindrical algebraic decomposition Certified Numerical Algorithms Checkerboard Apprentissage profond Deep learning Delaunay triangulation Cryptanalysis Discrete hyperplane Additive Manufacturing Hyperelliptic curves Voronoi diagrams Computer Assisted Surgery Crible algébrique Deconvolution Complexity Discrete geometry Finite fields Algorithms Implementation Function field sieve Probabilistic analysis Theta functions Convex relaxation Global optimization Impression 3D Couplage 3D printing