John Cagnol

CNRS

Laboratoire Mathématiques et Informatique pour la Complexité et les Systèmes

john.cagnol [at] centralesupelec.fr

En savoir plus sur John Cagnol

Publications :

  • Pré-publication, Document de travail - 3 documents
    • Jeremy Kalfoun, Guillaume Pierrot, John Cagnol. DFPI, A unified framework for deflated linear solvers: bridging the gap between Krylov subspace methods and Fixed-Point Iterations, 2025-02-28. (https://cnrs.hal.science/hal-04970544v1)
    • Yann Braouezec, John Cagnol. Theoretical Foundations of Community Rating by a Private Monopolist Insurer: Framework, Regulation, and Numerical Analysis, 2024-01-04. (https://hal.science/hal-04373063v1)
    • Christian Bongiorno, John Cagnol. Modeling the emergence of vaccine-resistant variants with Gaussian convolution COVID-19: Could the wrong strategy ruin vaccine efficiency?, 2024-01-04. (https://hal.science/hal-04373046v1)
  • Article dans une revue - 6 documents
    • Yann Braouezec, John Cagnol. A lattice approach to the Beta distribution induced by stochastic dominance: Theory and applications, 2023. (https://hal.science/hal-04373020v1)
    • N. Lassau, T. Estienne, P. de Vomecourt, M. Azoulay, John Cagnol, G. Garcia, M. Majer, E. Jehanno, R. Renard-Penna, C. Balleyguier, F. Bidault, C. Caramella, T. Jacques, F. Dubrulle, J. Behr, N. Poussange, J. Bocquet, S. Montagne, F. Cornelis, M. Faruch, S. Brunelle, B. Bresson, A. Jalaguier-Coudray, N. Amoretti, A. Blum, A. Paisant, V. Herreros, O. Rouviere, S. Si-Mohamed, L. Di Marco, O. Hauger, M. Garetier, F. Pigneur, A. Bergère, C. Cyteval, L. Fournier, C. Malhaire, J.-L. Drape, E. Poncelet, C. Bordonne, H. Cauliez, J.-F. Budzik, M. Boisserie, T. Willaume, S. Molière, N. Peyron Faure, S. Caius Giurca, V. Juhan, T. Caramella, A. Perrey, F. Desmots, M. Faivre-Pierre, M. Abitbol, R. Lotte, D. Istrati, D. Guenoun, A. Luciani, M. Zins, J.-F. Meder, A. Cotten. Five simultaneous artificial intelligence data challenges on ultrasound, CT, and MRI, 2019-04. (https://hal.science/hal-02528753v1)
    • John Cagnol, Matthias Eller. Boundary regularity for Maxwell's equations with applications to shape optimization, 2011. (https://hal.science/hal-01570315v1)
    • John Cagnol, Irena Lasiecka, Catherine Lebiedzik, Richard Marchand. Hadamard well-posedness for a class of nonlinear shallow shell problems, 2007. (https://hal.science/hal-01570319v1)
    • John Cagnol, Jean-Paul Zolésio. Shape analysis in membrane vibration, 2000-07. (https://minesparis-psl.hal.science/hal-00579623v1)
    • John Cagnol, Jean-Paul Marmorat. Static equilibrium of hyperelastic thin shell: symbolic and numerical computation, 1998-04. (https://minesparis-psl.hal.science/hal-00504833v1)
  • Chapitre d'ouvrage - 1 document
  • Autre publication - 1 document
  • Communication dans un congrès - 1 document