3 papers
math.DG2019
Hermitian Curvature Flow on compact homogeneous spaces
Francesco Panelli, Fabio Podestà
We study a version of the Hermitian curvature flow on compact homogeneous complex manifolds. We prove that the solution has a finite exstinction time and we analyze its behav…
math.DG2017
Representations of abstract copolarity one and two
Francesco Panelli, Carolin Pomrehn
We study the cohomogeneity of possibly reducible representations of copolarity 1 and 2, generalizing results obtained by Claudio Gorodski, Carlos Olmos, Ruy Tojeiro and by Claudio…
math.DG2014
On the first eigenvalue of invariant Kähler metrics
Francesco Panelli, Fabio Podestà
Given a simply connected compact generalized flag manifold M together with its invariant Kähler Einstein metric g, we investigate the functional given by the first eigenvalue of th…