activity
20052026
most citedHomogeneous para-Kähler Einstein manifolds

21 citations · 68 across the 21 of their papers we have counts for

collaborators

25 papers

math.DG2026

CR Orbits on the complex flag manifolds of

Donato Mancini, Stefano Marini, Costantino Medori

We give an explicit description of the orbits of the split real form on the complex flag manifolds of and study their induced invariant CR structures. In particula…

math.DG2026

Classification of homogeneous almost complex -manifolds with non-degenerate torsion bundle

Cristina Bozzetti, Costantino Medori, Lorenzo Sillari

We investigate the local and global geometry of almost complex -manifolds admitting non-degenerate torsion bundle. The rigidity of these structures forces a parallelizable -a…

math.DG2025

On contact and finitely Levi-nondegenerate CR algebras

Stefano Marini, Costantino Medori, Mauro Nacinovich

We study CR-manifolds of arbitrary CR codimension, mainly focusing on Levi and contact-nondegeneracy and depth. We investigate these and other invariants in the locally homogeneous…

math.DG2025

On Homogeneous CR Manifolds of Arbitrary Order of Levi Nondegeneracy

Stefano Marini, Costantino Medori

This paper present homogeneous CR hypersurfaces satisfying the -invariant property of being -nondegenerate for an arbitrary integer . The construction of such homog…

math.DG2022★ 1 cited

On finitely nondegenerate closed homogeneous CR manifolds

Stefano Marini, Costantino Medori, Mauro Nacinovich

A complex flag manifold F= G /Q decomposes into finitely many real orbits under the action of a real form of G. Their embedding into F define on them CR manifold structures. We cha…

math.DG2021

Families of almost complex structures and transverse -forms

Richard Hind, Costantino Medori, Adriano Tomassini

An {\em almost p-Kähler manifold} is a triple , where is an almost complex manifold of real dimension and is a closed real tranverse -form on $(M,J…