Anna Fino

activity

20232026

G_{2}

-structures with torsion

1 citations · 2 across the 5 of their papers we have counts for

collaborators

5 papers

math.DG2026

A note on the pluriclosed flow on balanced manifolds with $c_{1} = 0$

Anna Fino, Luigi Vezzoni

We conjecture that on any compact balanced manifold $(M, ω_{B})$ with $c_{1} (M) = 0$ , the pluriclosed flow admits long-time solutions $ω_{t}$ for every initial pluriclosed metric, and…

math.DG2026

$p$ -Kähler structures on fibrations and reductive Lie groups

Anna Fino, Gueo Grantcharov, Asia Mainenti

We investigate the existence of $p$ -Kähler structures on two classes of complex manifolds: on quasi-regular fibrations, with particular emphasis on complex homogeneous spaces, and…

math.DG2025★ 1 cited

Some remarks on strong $G_{2}$ -structures with torsion

Anna Fino, Udhav Fowdar

A $G_{2}$ -structure on a $7$ -manifold $M$ is called a $G_{2} T$ -structure if $M$ admits a $G_{2}$ -connection $\nabla^{T}$ with totally skew-symmetric torsion $T_φ…

math.DG2024

On the existence of balanced metrics of Hodge-Riemann type

Anna Fino, Asia Mainenti

In the paper we study the existence of balanced metrics of Hodge-Riemann type on non-Kähler complex manifolds. We first find some general obstructions, for instance that a Hodge-Ri…

math.DG2023★ 1 cited

A note on $p$ -Kähler structures on compact quotients of Lie groups

Anna Fino, Asia Mainenti

A $p$ -Kähler structure on a complex manifold of complex dimension $n$ is given by a $d$ -closed transverse real $(p, p)$ -form. In the paper we study the existence of $p$ -Kähler struc…

A note on the pluriclosed flow on balanced manifolds with c1​=0

p-Kähler structures on fibrations and reductive Lie groups

Some remarks on strong G2​-structures with torsion

On the existence of balanced metrics of Hodge-Riemann type

A note on p-Kähler structures on compact quotients of Lie groups

A note on the pluriclosed flow on balanced manifolds with $c_{1} = 0$

$p$ -Kähler structures on fibrations and reductive Lie groups

Some remarks on strong $G_{2}$ -structures with torsion

A note on $p$ -Kähler structures on compact quotients of Lie groups