[15] On the lifespan of solutions and control of High Sobolev norms for the completely resonant NLS on tori, with R. Feola, Journal of Functional Analysis, Volume 287, Issue 12, 2024
[14] Non-Resonant Conditions for the Klein – Gordon Equation on the Circle, with R. Feola, Reg. Chaotic. Dyn. 2024
[13] Long time behavior of Sobolev norms: normal forms and energy methods, Oberwolfach reports - Dynamische systeme 30/2023
[12] Attractive invariant circles a la Chenciner, Reg. Chaotic. Dyn. 2023 (link to ArXiv)
[11] Local well posedness for a system of quasilinear pdes modelling suspension bridges, with F. Giuliani, F. Iandoli, and R. Feola, Nonlinear Analysis 2023 (link to ArXiv)
[10] Sub-exponential stability for the beam equation, with R. Feola, Journal of Differential Equations , 2022 (link to ArXiv)
[9] On the fragility of periodic tori for families of symplectic twist maps, with M.-C. Arnaud and A. Sorrentino, Advances in Mathematics 2023 (link to ArXiv)
[8] Analytic smoothing and Nekhoroshev estimates for Hölder steep Hamiltonians, with S. Barbieri and J.-P. Marco, Comm. In Math. Phys. (2022) (Access to article)
[7] Weak Sobolev almost periodic solutions for the 1d NLS, with L. Biasco and M. Procesi, to appear on Duke Math. Journal (2022) (Link to ArXiv)
[6] A note on the construction of Sobolev almost periodic invariant tori for the 1d NLS, with L. Biasco and M. Procesi, Atti Accad. Naz. Lincei Rend. Lincei Mat. Appl. (2020)
[5] Almost-periodic invariant tori for the NLS on the circle, with L. Biasco and M. Procesi, Annales de l’Institut Henri Poicaré C, Analyse Nonlinéaire (2020) (Link to ArXiv), https://doi.org/10.1016/j.anihpc.2020.09.003
[4] An abstract Birkhoff Normal Form Theorem and exponential type stability of the 1d NLS, (with L. Biasco and M. Procesi ), Comm. In Math. Phys. (2019) [PDF],
[3] Exponential and sub-exponential stabililty times for the NLS on the circle (with L. Biasco and M. Procesi), Atti Accad. Naz. Lincei Rend. Lincei Mat. Appl. (2018)
[2] A normal form à la Moser for diffeomorphisms and a generalization of Rüssmann’s translated curve theorem to higher dimensions, Analysis & PDE 11-1 (2018), 149–170 [PDF]
[1] Normal forms for perturbations of systems possessing a Diophantine invariant torus, Ergodic Theory and Dynamical Systems, 1-47. doi:10.1017/etds.2017.116 (first published online) [PDF]
[0] Ph.D Thesis, Quasi-périodicité et quasi-conservativité [PDF] Thèse de doctorat, Observatoire de Paris (Octobre 2015)
Jury: J. Laskar (président), A. Chenciner et Jacques Féjoz (directeurs), L. Chierchia et J.-P. Marco (rapporteurs), B. Fayad (examinateur)