Houda Bellitir

collaborators

3 papers

math.DG2021

Co-polarised Deformations of Gauduchon Calabi-Yau $\partial \partial ˉ$ -Manifolds and Deformation of $p$ -SKT $h$ - $\partial \partial ˉ$ -Manifolds

Houda Bellitir

The main result of this paper is to study the local deformations of Calabi-Yau $\partial \partial ˉ$ -manifold that are co-polarised by the Gauduchon metric by considering the su…

math.DG2018

Deformation Stability of p-SKT and p-HS manifolds

Houda Bellitir

In this paper, we introduce the notions of $p$ -Hermitian-symplectic and $p$ -pluriclosed compact complex manifolds as generalisations for an arbitrary positive integer $p$ not excee…

math.AG2018

Positivity Cones under Deformations of Complex Structures

Houda Bellitir, Dan Popovici

We investigate connections between the sGG property of compact complex manifolds, defined in earlier work by the second author and L. Ugarte by the requirement that every Gauduchon…

Co-polarised Deformations of Gauduchon Calabi-Yau ∂∂ˉ-Manifolds and Deformation of p-SKT h-∂∂ˉ-Manifolds

Deformation Stability of p-SKT and p-HS manifolds

Positivity Cones under Deformations of Complex Structures

Co-polarised Deformations of Gauduchon Calabi-Yau $\partial \partial ˉ$ -Manifolds and Deformation of $p$ -SKT $h$ - $\partial \partial ˉ$ -Manifolds