Laurent Pfeiffer

INRIA

laurent.pfeiffer [at] centralesupelec.fr

Mots clés :

  • Optimisation, contrôle

Publications :

  • Pré-publication, Document de travail - 3 documents
  • Article dans une revue - 20 documents
    • J. Frédéric Bonnans, Kang Liu, Nadia Oudjane, Laurent Pfeiffer, Cheng Wan. Large-scale nonconvex optimization: randomization, gap estimation, and numerical resolution, 2023-11-10. (https://hal.science/hal-03631702v3)
    • Pierre Lavigne, Laurent Pfeiffer. Generalized conditional gradient and learning in potential mean field games, 2023-10-24. (https://hal.science/hal-03341776v3)
    • Joseph Frédéric Bonnans, Kang Liu, Laurent Pfeiffer. Error estimates of a theta-scheme for second-order mean field games, 2023-07. (https://hal.science/hal-04175251v3)
    • J. Frédéric Bonnans, Pierre Lavigne, Laurent Pfeiffer. Discrete potential mean field games: duality and numerical resolution, 2023-03-28. (https://inria.hal.science/hal-03260057v3)
    • J. Frédéric Bonnans, Justina Gianatti, Laurent Pfeiffer. A Lagrangian approach for aggregative mean field games of controls with mixed and final constraints, 2023-02-15. (https://inria.hal.science/hal-03174167v2)
    • Frédéric J Bonnans, Pierre Lavigne, Laurent Pfeiffer. Discrete-time mean field games with risk-averse agents, 2021-05-11. (https://hal.science/hal-02563949v2)
    • Laurent Pfeiffer, Xiaolu Tan, Yulong Zhou. Duality and approximation of stochastic optimal control problems under expectation constraints, 2021. (https://hal.science/hal-02886824)
    • Jameson Graber, Alan Mullenix, Laurent Pfeiffer. Weak solutions for potential mean field games of controls, 2021. (https://inria.hal.science/hal-03058249)
    • Tobias Breiten, Laurent Pfeiffer. On the Turnpike Property and the Receding-Horizon Method for Linear-Quadratic Optimal Control Problems, 2020-01. (https://inria.hal.science/hal-03113182)
    • Karl Kunisch, Laurent Pfeiffer. The effect of the terminal penalty in receding horizon control for a class of stabilization problems, 2020. (https://hal.science/hal-02372077)
    • Térence Bayen, Laurent Pfeiffer. Second-order analysis for the time crisis problem, 2020-01-01. (https://hal.science/hal-02020146)
    • Laurent Pfeiffer. Optimality conditions in variational form for non-linear constrained stochastic control problems, 2020. (https://inria.hal.science/hal-03113195)
    • Tobias Breiten, Karl Kunisch, Laurent Pfeiffer. Feedback Stabilization of the Two-Dimensional Navier–Stokes Equations by Value Function Approximation, 2019-12. (https://hal.science/hal-02372083)
    • Tobias Breiten, Karl Kunisch, Laurent Pfeiffer. Taylor expansions of the value function associated with a bilinear optimal control problem, 2019-08. (https://hal.science/hal-02372091)
    • Joseph Frédéric Bonnans, Saeed Hadikhanloo, Laurent Pfeiffer. Schauder Estimates for a Class of Potential Mean Field Games of Controls, 2019-07. (https://inria.hal.science/hal-02048437)
    • Sébastien Court, Karl Kunisch, Laurent Pfeiffer. Optimal control problem for viscous systems of conservation laws, with geometric parameter, and application to the Shallow-Water equations, 2019. (https://hal.science/hal-02372056)
    • Kengy Barty, J. Frederic Bonnans, Laurent Pfeiffer. Sensitivity analysis for the outages of nuclear power plants, 2014-06-01. (https://inria.hal.science/hal-00671186)
    • Joseph Frederic Bonnans, Xavier Dupuis, Laurent Pfeiffer. Second-order sufficient conditions for strong solutions to optimal control problems, 2014-03-14. (https://inria.hal.science/hal-00825260)
    • J. Frederic Bonnans, Xavier Dupuis, Laurent Pfeiffer. Second-order necessary conditions in Pontryagin form for optimal control problems, 2014. (https://inria.hal.science/hal-00825273)
    • Joseph Frederic Bonnans, Laurent Pfeiffer, Oana Silvia Serea. Sensitivity analysis for relaxed optimal control problems with final-state constraints, 2013-09-01. (https://inria.hal.science/hal-00702246v2)
  • Communication dans un congrès - 4 documents
  • Thèse - 1 document
  • Rapport - 1 document
    • Laurent Pfeiffer, Romain Apparigliato, Sophie Auchapt. Two methods of pruning Benders' cuts and their application to the management of a gas portfolio, 2012-11-19. (https://inria.hal.science/hal-00753578)