Mattia Fogagnolo
[fogagnolo]
Post Doc, Università degli Studi di Padova
Email: mattia.fogagnolo AT unipd.it
Home-page: https://sites.google.com/view/mattiafogagnolo
Available papers (15):
[plain text]- L. Benatti - M. Fogagnolo (preprint)
Isoperimetric sets in nonnegative scalar curvature and their role through various concepts of mass (2023) - L. Benatti - M. Fogagnolo - L. Mazzieri (preprint)
Nonlinear isocapacitary concepts of mass in nonnegative scalar curvature (2023) - M. Fogagnolo - A. Malchiodi - L. Mazzieri (Preprint)
A note on the critical Laplace Equation and Ricci curvature (2022) - M. Fogagnolo - L. Mazzieri (Accepted Paper: Journal of Functional Analysis)
Minimising hulls, p-capacity and isoperimetric inequality on complete Riemannian manifolds (2022) - L. Benatti - M. Fogagnolo - L. Mazzieri (Mathematische Annalen)
The asymptotic behaviour of $p$-capacitary potentials in Asymptotically Conical manifolds (2022) - L. Benatti - M. Fogagnolo - L. Mazzieri (preprint)
On the Isoperimetric Riemannian Penrose Inequality (2022) - G. Antonelli - M. Fogagnolo - M. Pozzetta (Communications in Contemporary Mathematics)
The isoperimetric problem on Riemannian manifolds via Gromov-Hausdorff asymptotic analysis (2022) - M. Fogagnolo - A. Pinamonti (Accepted Paper: J. Math. Pures Appl.)
New integral estimates in substatic Riemannian manifolds and the Alexandrov Theorem (2021) - L. Benatti - M. Fogagnolo - L. Mazzieri (preprint)
Minkowski Inequality on complete Riemannian manifolds with nonnegative Ricci curvature (2021) - G. Antonelli - E. Bruè - M. Fogagnolo - M. Pozzetta (Calculus of Variations and Partial Differential Equations)
On the existence of isoperimetric regions in manifolds with nonnegative Ricci curvature and Euclidean volume growth (2021) - M. Fogagnolo - A. Pinamonti (Accepted Paper: Mathematics in Engineering)
Strict starshapedness of solutions to the horizontal p-Laplacian in the Heisenberg group (2020) - V. Agostiniani - M. Fogagnolo - L. Mazzieri (Archive for Rational Mechanics and Analysis)
Minkowski Inequalities via Nonlinear Potential Theory (2019) - V. Agostiniani - M. Fogagnolo - L. Mazzieri (Inventiones Mathematicae)
Sharp geometric inequalities for closed hypersurfaces in manifolds with nonnegative Ricci curvature (2018) - M. Fogagnolo - L. Mazzieri - A. Pinamonti (Ann. Inst. H. Poincaré Anal. Non Linéaire)
Geometric aspects of p-capacitary potentials (2018) - M. Fogagnolo - R. Monti - D. Vittone (Ann. Ac. Sci. Fennicae)
Variation formulas for H-rectifiable sets (2017)
Seminars:
- 28 oct 2021: Isoperimetric sets in manifolds with lower bounds on the Ricci curvature
- 28 oct 2020: Strictly outward minimizing hulls, p-capacities and isoperimetric inequalities
- 7 oct 2020: Geometric applications of (non)Linear Potential Theory
Speaker:
- 24 jul 2023 - 28 jul 2023: Thematic Session on GMT
- 30 jan 2023 - 31 jan 2023: Shape Optimization, Geometric Inequalities and Related Topics
- 5 dec 2022 - 5 dec 2022: Geometric Analysis and PDEs at PoliMi
- 5 sep 2022 - 9 sep 2022: Anisotropic isoperimetric problems & related topics
- 31 may 2019 - 31 may 2019: Brescia - Trento Nonlinear Day - Ed. III
Organizer:
- 20 sep 2023 - 22 sep 2023: Guess what? A Pisan workshop in Geometric Analysis
- 29 may 2023 - 2 jun 2023: Geometric Measure Theory, Bressanone 2023
- 20 feb 2023 - 22 feb 2023: New Trends in Geometric & Variational PDEs
- 14 sep 2022 - 15 sep 2022: Another Pisan workshop in Geometric Analysis
- 13 oct 2021 - 14 oct 2021: A Pisan workshop in Geometric Analysis
- 15 dec 2020 - 17 dec 2020: Online workshop in Geometric Analysis