Emanuele Spadaro

collaborators

2 papers

math.DG2024

A sharp quantitative Alexandrov inequality and applications to volume preserving geometric flows in 3D

Vesa Julin, Massimiliano Morini, Francesca Oronzio +1

We study the asymptotic behavior of the volume preserving mean curvature and the Mullins-Sekerka flat flow in three dimensional space. Motivated by this we establish a 3D sharp qua…

math.AP2023

Parabolic $α$ -Riesz flows and limit cases $α \to 0^{+}$ , $α \to d^{-}$

Lucia De Luca, Massimiliano Morini, Marcello Ponsiglione +1

In this paper we introduce the notion of parabolic $α$ -Riesz flow, for $α \in (0, d)$ , extending the notion of $s$ -fractional heat flows to negative values of the parameter $s=-\fracα…

A sharp quantitative Alexandrov inequality and applications to volume preserving geometric flows in 3D

Parabolic α-Riesz flows and limit cases α→0+, α→d−

Parabolic $α$ -Riesz flows and limit cases $α \to 0^{+}$ , $α \to d^{-}$