Post Doc., SSM

Email: f.oronzio AT ssmeridionale.it

Available papers (13):

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• F. Oronzio (Preprint)
  Area, volume and capacity in non-compact 3-manifolds with non--negative scalar curvature (2025)
• V. Agostiniani - C. Mantegazza - L. Mazzieri - F. Oronzio (Accepted Paper: Ann. Sc. Norm. Super. Pisa Cl. Sci.)
  Riemannian Penrose Inequality via Nonlinear Potential Theory (2025)
• K. Kroencke - F. Oronzio - A. Pinoy (Preprint)
  Green functions and a positive mass theorem for asymptotically hyperbolic $3$-manifolds (2025)
• V. Julin - M. Morini - F. Oronzio - E. Spadaro (Preprint)
  A sharp quantitative Alexandrov inequality and applications to volume preserving geometric flows in 3D (2024)
• L. Benatti - A. León Quirós - F. Oronzio - A. Pluda (Preprint)
  Nonlinear potential theory and Ricci-pinched 3-manifolds (2024)
• L. Benatti - C. Mantegazza - F. Oronzio - A. Pluda (Accepted Paper: J. Geom. Anal.)
  A Note on Ricci-Pinched Three-Manifolds (2024)
• V. Agostiniani - C. Mantegazza - L. Mazzieri - F. Oronzio (Atti Accad. Naz. Lincei - Rend. Lincei Mat. Appl.)
  A New Proof of the Riemannian Penrose Inequality (2023)
• F. Oronzio (PhD Thesis)
  ADM Mass and Linear Potential Theory (2022)
• F. Oronzio (Short Note)
  An example in dimension four of a Riemannian manifold such that its sectional curvature is positive and its curvature operator is not nonnegative (2022)
• F. Oronzio (Communications in Contemporary Mathematics)
  ADM mass, area and capacity in asymptotically flat $3$--manifolds with nonnegative scalar curvature (2022)
• V. Agostiniani - L. Mazzieri - F. Oronzio (Mathematics in Engineering)
  A geometric capacitary inequality for sub--static manifolds with harmonic potentials (2021)
• V. Agostiniani - L. Mazzieri - F. Oronzio (Communications in Mathematical Physics)
  A Green's function proof of the positive mass theorem (2021)
• F. Oronzio (Degree Thesis)
  Alcune relazioni tra curvatura e topologia per mezzo delle funzioni distanza (2018)

Speaker:

• 6 jun 2024 - 7 jun 2024: NonPUB24
• 8 nov 2022 - 8 nov 2022: Calculus of Variations and Free Boundary Problems IV
• 15 jun 2022 - 17 jun 2022: A Geometric Analysis Meeting at UniTo