Research Articles and Preprints

• [arXiv] [print] with T. Rivière: The Parametric Willmore Flow. J. Reine Angew. Math. 811 (2024), 1–91

• [arXiv] [print] with T. Rivière: The Parametric Approach to the Willmore Flow.  Adv. Math. 400 (2022), 108257

• [arXiv] [print] with F. Boarotto & R. Monti: Third Order Open Mapping Theorems and Applications to the End-Point Map. Nonlinearity, 33 (2020), 4539–4567

• [arXiv] [print] with F. Da Lio & T. Rivière: A Resolution of the Poisson Problem for Elastic Plates. Arch. Rational. Mech. Anal. 236 (2020), 1593–1676

• [arXiv] [print] with F. Da Lio: Remarks on Neumann boundary problems involving Jacobians. Comm. Partial Differential Equations 42 (2017), no. 10, 1497–1509

Theses

• [file] The Germain–Poisson Problem and Variational Aspects of the Willmore Lagrangian. PhD Thesis. Advisors: proff. Francesca Da Lio & Tristan Rivière

• [file] Length–Minimizing Curves on Sub–Riemannian Manifolds: Necessary Conditions Involving the End-Point Mapping. MSc Thesis. Supervisor: prof. Roberto Monti