AbstractWe construct new examples of non-Kahlerian 1-convex threefolds X with exceptional set≅P1 (resp. ≅F2). Also the structure of Pic(X) will be studied. On the other hand, we shall investigate the quasi-projective structure of certain Kahlerian compactifiable 1-convex manifolds; particular attention will be given to 3-fold cases through concrete examples
On Kahler 4-manifolds, not necessarily compact or of finite topological type, we obtain relationship...
AbstractLet X be a Calabi–Yau threefold defined over an algebraically closed field k of characterist...
We study a properly convex real projective manifold with (possibly empty) compact, strictly convex b...
AbstractWe construct new examples of non-Kahlerian 1-convex threefolds X with exceptional set≅P1 (re...
AbstractWe give an abridged proof of an example already considered in [M. Colţoiu, On 1-convex manif...
26 pages, no figure. Comments are welcome.We study compact Kähler threefolds X with infinite fundamen...
We show that every small resolution of a three-dimensional terminal hypersurface singularity can occ...
Toric quasifolds are highly singular spaces that were first introduced in order to address, from the...
Abstract. We show that every small resolution of a three-dimensional terminal hypersurface singulari...
In this paper we prove two main results. Theorem I: Let X be a 1-convex manifold with 1-dimensional ...
In the study of immersed surfaces of constant positive extrinsic curvature in space-forms, it is nat...
We study here Kähler-type properties of 1-convex manifolds, using the duality between forms and comp...
AbstractIn this article we consider a generalization of manifolds and orbifolds which we call quasif...
Catenoids in de Sitter 3-space S31 belong to a certain class of space-like constant mean curvature o...
The purpose of this paper is to give some evidence for the Morrison–Kawamata cone conjecture for klt...
On Kahler 4-manifolds, not necessarily compact or of finite topological type, we obtain relationship...
AbstractLet X be a Calabi–Yau threefold defined over an algebraically closed field k of characterist...
We study a properly convex real projective manifold with (possibly empty) compact, strictly convex b...
AbstractWe construct new examples of non-Kahlerian 1-convex threefolds X with exceptional set≅P1 (re...
AbstractWe give an abridged proof of an example already considered in [M. Colţoiu, On 1-convex manif...
26 pages, no figure. Comments are welcome.We study compact Kähler threefolds X with infinite fundamen...
We show that every small resolution of a three-dimensional terminal hypersurface singularity can occ...
Toric quasifolds are highly singular spaces that were first introduced in order to address, from the...
Abstract. We show that every small resolution of a three-dimensional terminal hypersurface singulari...
In this paper we prove two main results. Theorem I: Let X be a 1-convex manifold with 1-dimensional ...
In the study of immersed surfaces of constant positive extrinsic curvature in space-forms, it is nat...
We study here Kähler-type properties of 1-convex manifolds, using the duality between forms and comp...
AbstractIn this article we consider a generalization of manifolds and orbifolds which we call quasif...
Catenoids in de Sitter 3-space S31 belong to a certain class of space-like constant mean curvature o...
The purpose of this paper is to give some evidence for the Morrison–Kawamata cone conjecture for klt...
On Kahler 4-manifolds, not necessarily compact or of finite topological type, we obtain relationship...
AbstractLet X be a Calabi–Yau threefold defined over an algebraically closed field k of characterist...
We study a properly convex real projective manifold with (possibly empty) compact, strictly convex b...