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Department 1: Algorithms, Computation, Image & Geometry

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