Articles

  1. A. Clarke, J. Fejoz and M. Guardia, Why are inner planets not inclined?
    submitted (2022)
  2. A. Clarke, J. Fejoz and M. Guardia, Topological shadowing methods in Arnold diffusion: weak torsion and multiple time scales
    Nonlinearity 36:1 (2022) pp. 426-457
  3. J. Fejoz, A. Knauf and R. MontgomeryClassical n-body scattering with long range potentials
    Nonlinearity 34:11 (2021) 8017-8054
  4. A. Bounemoura and J. Fejoz, Hamiltonian perturbation theory for ultra-differentiable functions
    in Memoir of the AMS, vol. 270, Amer. Math. Soc., Providence, RI, 2021, pp. 1-89
  5. J.-B. Caillau, J. Fejoz, M. Orieux and R. Roussarie, On Singularities of Minimum-Time Control-Affine Systems
    SIAM J. Control Optim. 60:2 (2022) 1143–1162
    https://epubs.siam.org/doi/abs/10.1137/20M1366861
  6. M. Orieux, J.-B. Caillau, J. Fejoz and T. Combot, Non-integrability of the minimum-time Kepler problem
    J. Geom. Phys. 132 (2018) 452-459
  7. J. Fejoz, V. Arnold, les mathématiques et Paris-Dauphine
    50 ans de Paris-Dauphine, 2018
  8. A. Bounemoura and J. Fejoz, KAM, α-Gevrey regularity and the α-Bruno-Rüssmann condition
    Annali della Scuola Normale Superiore di Pisa 19:4 (2019) 1225-1279
  9. J. Fejoz, A. Knauf and R. Montgomery, Lagrangian relations and linear billiards
    Nonlinearity 30:4 (2017) 1326-1355
  10. J. Fejoz, Introduction to KAM theory, with a view to celestial mechanics
    in Variational methods in imaging and geometric control
    Radon Series on Comput. and Applied Math. 18, de Gruyter, 2016
    ed. J.-B. Caillau, M. Bergounioux, G. Peyré, C. Schnörr, T. Haberkorn
  11. J. Fejoz and M. Guardia, Secular instability in the spatial three-body problem
    Arch. Rational Mech. Anal. 221:1 (2016) 335–362
  12. J. Fejoz, M. Guàrdia, V. Kaloshin and P. Roldán, Diffusion along mean motion resonances in the restricted planar three-body problem
    the J. Eur. Math. Soc. 18, 2313–2401 (2016)
  13. J. Fejoz, The N-body problem
    Modified version of a chapter in Celestial Mechanics (ed. Alessandra Celletti), 2015
    Encyclopedia of Life Support Systems (EOLSS)
    Developped under the auspices of the Unesco, EOLSS publishers, Oxford
    ISBN: 978-1-78021-019-3 (eBook)
    ISBN: 978-1-78021-519-8 (Print Volume)
  14. J. Fejoz, Le problème de la stabilité du Système solaire, de Lagrange à nos jours
    Exposé pour la Journée annuelle de la Société Mathématique de France : Deux cents ans après Lagrange (IHP, 28 juin 2013)
    (Mis à jour le 08/01/2014)
  15. J. Fejoz, On action-angle coordinates and the Poincaré coordinates
    Regular and Chaotic Dynamics, Special Issue dedicated to Alain Chenciner on the occasion of his 70th anniversary, 18:6 (2013), 703–718
  16. J. Fejoz, Brèves pour le Blog français de l'opération Mathématiques pour la planète Terre (2013)
    Courte biographie de Lagrange [lien permanent]
    Le principe de moindre action [lien permanent, version refusée pas ludique]
  17. J. Fejoz, On "Arnold's theorem" in celestial mechanics -a summary with an appendix on the Poincaré; coordinates
    Discrete and Continuous Dynamical Systems, Series A 33:8 (2013)
  18. J. Fejoz, Introduction to KAM theory
    Lectures given at the Jornadas on interactions between dynamical systems and partial differential equations, Barcelona (2013)
    and the Ciclo di Lezioni at the Università di Bicocca, Milano (2011)
  19. The normal form of Moser and applications, preprint
  20. J. Fejoz, A proof of the invariant torus theorem of Kolmogorov
    Regular and Chaotic Dynamics 17:1 (2012) 1–5
    See also chapter 15 of the book of Andreas Knauf, Klassische Mechanik, Springer, 2011
  21. J. Fejoz, Periodic and quasi-periodic motions in the many-body problem
    Mémoire d'habilitation à; diriger des recherches, Université P. & M. Curie, 2010
    Jury: H. Eliasson (président), A. Neishtadt, R. Moeckel et J.-C. Yoccoz (rapporteurs), A. Chenciner, R. Krikorian, C. Simó et S. Terracini (examinateurs)
  22. J. Fejoz and M. Garay, Un théorème sur les actions de groupes de dimension infinie
    C. R. Math. Acad. Sci. Paris, Ser. I 348:7-8 (2010)
  23. A. Chenciner and J. Fejoz, Unchained polygons and the N-body problem
    Regular and Chaotic Dynamics 14:1, J. Moser memorial issue (2009) 64–115
  24. A. Chenciner and J. Fejoz, The flow of the equal-mass spatial 3-body problem in the neighborhood of the equilateral relative equilibrium
    Discrete and Continuous Dynamical Systems, Series B, Special Issue dedicated to Carles Simó on the occasion of his 60th anniversary 10:2-3 (2008) 421–438
  25. A. Chenciner and J. Fejoz, L'équation aux variations verticales d'un équilibre relatif comme source de nouvelles solutions pé;riodiques du problè;me des N corps
    C. R. Math. Acad. Sci. Paris, Ser. I 340 (2005)
  26. A. Chenciner, J. Fejoz and R. Montgomery, Rotating Eights I: the three Γi families
    Nonlinearity 18 (2005) 1407–1424
  27. Michel Herman, Torsion du problème planétaires
    Archives Michel Herman au Collège de France
  28. J. Fejoz, Dé;monstration du « théorème d'Arnold » sur la stabilité du système planétaire (d'après Michael Herman)
    Version révisée
    Michael Herman Memorial Issue Ergodic Theory Dyn. Sys. 24:5 (2004) 1521–1582
  29. J. Fejoz, Summary of M. Herman's proof of `Arnold's theorem' in celestial mechanics
    Report of the conference on Dynamical Systems at Oberwolfach (2005) [link]
  30. J. Fejoz, Erratum de la Démonstration du « théorème d'Arnold » sur la stabilité du système planétaire
    Hal (2006)
  31. J. Fejoz and L. Kaczmarek, Sur le théorème de Bertrand (d'après Michael Herman)
    Michael Herman Memorial Issue, Ergodic Theory Dyn. Sys.24:5 (2004) 1583–1589
  32. J. Fejoz, Global secular dynamics in the planar three-body problem
    Celestial Mech. Dynam. Astronom. 84 (2002), no. 2, 159–195
  33. J. Fejoz, Quasiperiodic motions in the planar three-body problem
    J. Differential Equations 183 (2002), no. 2, 303–341
  34. J. Fejoz, Averaging the planar three-body problem in the neighborhood of double inner collisions
    J. Differential Equations 175 (2001), no. 1, 175–187
  35. J. Fejoz, Dynamique séculaire globale dans le problème des trois corps et application à l'existence de mouvements quasipériodiques
    Thèse de doctorat, Université Paris Nord (1999) [djvu]
    Jury: P. Le Calvez (président), A. Chenciner (directeur), M. Herman et J. Llibre (rapporteurs), A. Albouy et M. Balabane (examinateurs)