Massimo Vaccaro

activity

20102022

most citedSubspaces of a para-quaternionic Hermitian vector space

2 citations · 2 across the 3 of their papers we have counts for

collaborators

4 papers

math.DG2022

$S p (n)$ -orbits in the Grassmannians of complex and $Σ$ -complex subspaces of an Hermitian quaternionic vector space

Massimo Vaccaro

We determine the invariants characterizing the $S p (n)$ -orbits in the real Grassmannian $G r^{R} (2 k, 4 n)$ of the $2 k$ -dimensional complex and $Σ$ -complex subspaces of a $4 n$ -dimensiona…

math.DG2021

$S p (n)$ -orbits of isoclinic subspaces in the real Grassmannians

Massimo Vaccaro

In the framework of the study of the $S p (n)$ -orbits in the real Grassmannian $G^{R} (k, 4 n)$ of $k$ -dimensional non oriented subspaces of a real $4 n$ -dimensional vector space $V$ , her…

math.DG2012

(Para-)Hermitian and (para-)Kähler Submanifolds of a para-quaternionic Kähler manifold

Massimo Vaccaro

On a para-quaternionic Kähler manifold $(M^{4 n}, Q, g)$ , which is first of all a pseudo-Riemannian manifold, a natural definition of (almost) Kähler and (almost…

math.DG2010★ 2 cited

Subspaces of a para-quaternionic Hermitian vector space

Massimo Vaccaro

Let $(Q ~, g)$ be a para-quaternionic Hermitian structure on the real vector space $V$ . By referring to the tensorial presentation $(V, \tilde{Q},g) \simeq (H^2 \otimes E^{2n}…

Sp(n)-orbits in the Grassmannians of complex and Σ-complex subspaces of an Hermitian quaternionic vector space

Sp(n)-orbits of isoclinic subspaces in the real Grassmannians

(Para-)Hermitian and (para-)Kähler Submanifolds of a para-quaternionic Kähler manifold

Subspaces of a para-quaternionic Hermitian vector space

$S p (n)$ -orbits in the Grassmannians of complex and $Σ$ -complex subspaces of an Hermitian quaternionic vector space

$S p (n)$ -orbits of isoclinic subspaces in the real Grassmannians