We prove a local boundary regularity result for the complete Kähler-Einstein metrics of negative Ricci curvature near strictly pseudoconvex boundary point. We also study the asymptotic behaviour of their holomorphic bisectional curvatures near such points.Nous prouvons un résultat de régularité local pour la métrique de Kähler-Einstein complète de courbure de Ricci strictement négative au voisinage des points de stricte pseudoconvexité. Nous étudions également le comportement asymptotique des courbures bisectionnelles holomorphes au voisinage de ces points
In this article, we present an explicit description of the boundary behavior of the holomorphic curv...
Abstract. The behavior of the Carathéodory metric near strictly con-vex boundary points of smooth b...
In this dissertation we study two problems related to Ricci flow on complete noncompact manifolds. I...
We study the complete Kähler-Einstein metric in tube domains {z ∈ C^2 / Re(4pz_1)+Re(z_2) ^2p < 1} w...
We study the relationships between geometric properties and metric properties of domains in C^n.More...
We study the relationships between geometric properties and metric properties of domains in C^n.More...
Nous étudions les relations entre des propriétés géométriques et des propriétés métriques dans les d...
In this note we construct, in the context of metrics with conical singularities along a divisor, reg...
In this note we construct, in the context of metrics with conical singularities along a divisor, reg...
We present two results. The first is a converse to a theorem first proved by Wongwhich says the rati...
DoctorIn this dissertation, we present several new domains that do not admit any complete Kahler met...
Abstract. Let X be a quasiprojective manifold given by the complement of a divisor D with normal cro...
AbstractWe consider tensors T=fg on the pseudo-euclidean space Rn and on the hyperbolic space Hn, wh...
The Ph.D is composed of two parts.First part : theme of the conformal scalar curvature on the hyperb...
The Ph.D is composed of two parts.First part : theme of the conformal scalar curvature on the hyperb...
In this article, we present an explicit description of the boundary behavior of the holomorphic curv...
Abstract. The behavior of the Carathéodory metric near strictly con-vex boundary points of smooth b...
In this dissertation we study two problems related to Ricci flow on complete noncompact manifolds. I...
We study the complete Kähler-Einstein metric in tube domains {z ∈ C^2 / Re(4pz_1)+Re(z_2) ^2p < 1} w...
We study the relationships between geometric properties and metric properties of domains in C^n.More...
We study the relationships between geometric properties and metric properties of domains in C^n.More...
Nous étudions les relations entre des propriétés géométriques et des propriétés métriques dans les d...
In this note we construct, in the context of metrics with conical singularities along a divisor, reg...
In this note we construct, in the context of metrics with conical singularities along a divisor, reg...
We present two results. The first is a converse to a theorem first proved by Wongwhich says the rati...
DoctorIn this dissertation, we present several new domains that do not admit any complete Kahler met...
Abstract. Let X be a quasiprojective manifold given by the complement of a divisor D with normal cro...
AbstractWe consider tensors T=fg on the pseudo-euclidean space Rn and on the hyperbolic space Hn, wh...
The Ph.D is composed of two parts.First part : theme of the conformal scalar curvature on the hyperb...
The Ph.D is composed of two parts.First part : theme of the conformal scalar curvature on the hyperb...
In this article, we present an explicit description of the boundary behavior of the holomorphic curv...
Abstract. The behavior of the Carathéodory metric near strictly con-vex boundary points of smooth b...
In this dissertation we study two problems related to Ricci flow on complete noncompact manifolds. I...