[pozzetta1]

Marco Pozzetta

Post Doc., Università di Napoli Federico II

Email: pozzetta AT mail.dm.unipi.it

Home-page: https://sites.google.com/view/marco-pozzetta-homepage/home

Available papers (12):

• C. Mantegazza - M. Pozzetta (Submitted Paper)
  Asymptotic convergence of evolving hypersurfaces (2021)
• G. Antonelli - M. Fogagnolo - M. Pozzetta (Preprint)
  The isoperimetric problem on Riemannian manifolds via Gromov-Hausdorff asymptotic analysis (2021)
• M. Novaga - M. Pozzetta (Mathematics in Engineering)
  Connected surfaces with boundary minimizing the Willmore energy (2020)
• M. Pozzetta (Accepted Paper: ESAIM: COCV)
  On the Plateau-Douglas problem for the Willmore energy of surfaces with planar boundary curves (2020)
• M. Pozzetta (Accepted Paper: Comm. Anal. Geom.)
  Confined Willmore energy and the Area functional (2020)
• C. Mantegazza - A. Pluda - M. Pozzetta (Accepted Paper: Milan J. Math.)
  A Survey of the Elastic Flow of Curves and Networks (2020)
• C. Mantegazza - M. Pozzetta (Accepted Paper: Calc. Var.)
  The Lojasiewicz-Simon Inequality for the Elastic Flow (2020)
• M. Pozzetta (Preprint)
  Convergence of elastic flows of curves into manifolds (2020)
• M. Pozzetta (Ph.D. Thesis)
  Willmore-type Energies of Curves and Surfaces (2020)
• M. Pozzetta (Journal of Convex Analysis)
  A varifold perspective on the $p$-elastic energy of planar sets (2020)
• F. Dayrens - S. Masnou - M. Novaga - M. Pozzetta (Accepted Paper: Adv. Calc. Var.)
  Connected perimeter of planar sets (2019)
• G. Del Nin - A. Pluda - M. Pozzetta (Accepted Paper: J. Geom. Anal.)
  Degenerate elastic networks (2019)

Seminars:

• 7 nov 2018: On the Plateau-Douglas problem for the Willmore energy
• 27 feb 2018: Il funzionale di Willmore e il metodo diretto dell'approccio varifold

Speaker:

• 15 dec 2020 - 17 dec 2020: Online workshop in Geometric Analysis