Nicoletta Tardini

activity

20152026

most citedBott-Chern harmonic forms and primitive decompositions on compact almost Kähler manifolds

3 citations · 8 across the 13 of their papers we have counts for

collaborators

Showing 2021Show all

4 papers · 1 filter

math.DG2021

$p$ -Kähler and balanced structures on nilmanifolds with nilpotent complex structures

Tommaso Sferruzza, Nicoletta Tardini

Let $(X, J)$ be a nilmanifold with a left-invariant nilpotent complex structure. We study the existence of $p$ -Kähler structures (which include Kähler and balanced metrics) on $X$ .…

math.DG2021

Almost-complex invariants of families of six-dimensional solvmanifolds

Nicoletta Tardini, Adriano Tomassini

We compute almost-complex invariants $h_{\partial}^{p, 0}$ , $h_{Dol}^{p, 0}$ and almost-Hermitian invariants $h_{δ ˉ}^{p, 0}$ on families of almost-Kähler and almost…

math.DG2021

$\partial$ -Harmonic forms on $4$ -dimensional almost-Hermitian manifolds

Nicoletta Tardini, Adriano Tomassini

Let $(X, J)$ be a $4$ -dimensional compact almost-complex manifold and let $g$ be a Hermitian metric on $(X, J)$ . Denote by $Δ_{\overline\partial}:=\overline\partial\overline\partial^…

math.DG2021★ 1 cited

Pluriclosed and Strominger Kähler-like metrics compatible with abelian complex structures

Anna Fino, Nicoletta Tardini, Luigi Vezzoni

We show that the existence of a left-invariant pluriclosed Hermitian metric on a unimodular Lie group with a left-invariant abelian complex structure forces the group to be $2$ -ste…

p-Kähler and balanced structures on nilmanifolds with nilpotent complex structures

Almost-complex invariants of families of six-dimensional solvmanifolds

∂-Harmonic forms on 4-dimensional almost-Hermitian manifolds

Pluriclosed and Strominger Kähler-like metrics compatible with abelian complex structures

$p$ -Kähler and balanced structures on nilmanifolds with nilpotent complex structures

$\partial$ -Harmonic forms on $4$ -dimensional almost-Hermitian manifolds