10 citations · 15 across the 4 of their papers we have counts for
5 papers
The pluriclosed flow on nilmanifolds and Tamed symplectic forms
Nicola Enrietti, Anna Fino, Luigi Vezzoni
We study evolution of (strong Kähler with torsion) SKT structures via the pluriclosed flow on complex nilmanifolds, i.e. on compact quotients of simply connected nilpotent Lie grou…
Tamed Symplectic forms and Generalized Geometry
Nicola Enrietti, Anna Fino, Gueo Grantcharov
We show that symplectic forms taming complex structures on compact manifolds are related to special types of almost generalized Kähler structures. By considering the commutator …
Special Hermitian metrics and Lie groups
Nicola Enrietti, Anna Fino
A Hermitian metric on a complex manifold is called strong Kähler with torsion (SKT) if its fundamental 2-form is -closed. We review some properties of s…
Static SKT metrics on Lie groups
Nicola Enrietti
An SKT metric is a Hermitian metric on a complex manifold whose fundamental 2-form satisfies $\de\debarω=0$. Streets and Tian introduced in \cite{sttiPlur} a Ricci-type flow th…
Tamed Symplectic forms and SKT metrics
Nicola Enrietti, Anna Fino, Luigi Vezzoni
Symplectic forms taming complex structures on compact manifolds are strictly related to Hermitian metrics having the fundamental form -closed, i.e. to stro…