Add to ORKGTo appear in the proceedings of the RIMS meeting ``Bergman kernel and its applications to algebraic geometry''.This is a technical introduction to the paper ``Extension of twisted Hodge metrics for Kahler morphisms'' by the authors
In this paper, we provide an $L^2$ fine resolution of the prolongation of a nilpotent harmonic bundl...
We prove an extension of the nonabelian Hodge theorem in which the underlying objects are twisted to...
We prove an extension of the nonabelian Hodge theorem in which the underlying objects are twisted to...
International audienceLet f : X --> Y be a holomorphic map of complex manifolds, which is proper, Ka...
Arguments are simplified. To appear in Ann. Sci. Ecole Norm. Sup.International audienceUsing the har...
The subject in this paper is the positivity of direct image sheaves of adjoint bundles Rqf∗(KX/Y ⊗ E...
The aims of this text are to announce the result in a paper [MT3], to give proofs of some special ca...
The purpose of this paper is to study certain notions of metric positivity for the lowest nonzero pi...
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We investigate properties of the mixed Hodge metric of a mixed period domain. In particular, we calc...
We investigate properties of the mixed Hodge metric of a mixed period domain. In particular, we calc...
In this paper, we provide an $L^2$ fine resolution of the prolongation of a nilpotent harmonic bundl...
We prove an extension of the nonabelian Hodge theorem in which the underlying objects are twisted to...
We prove an extension of the nonabelian Hodge theorem in which the underlying objects are twisted to...
International audienceLet f : X --> Y be a holomorphic map of complex manifolds, which is proper, Ka...
Arguments are simplified. To appear in Ann. Sci. Ecole Norm. Sup.International audienceUsing the har...
The subject in this paper is the positivity of direct image sheaves of adjoint bundles Rqf∗(KX/Y ⊗ E...
The aims of this text are to announce the result in a paper [MT3], to give proofs of some special ca...
The purpose of this paper is to study certain notions of metric positivity for the lowest nonzero pi...
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We define basic variations of Hodge structures over manifolds with transverse holomorphic foliations....
We investigate properties of the mixed Hodge metric of a mixed period domain. In particular, we calc...
We investigate properties of the mixed Hodge metric of a mixed period domain. In particular, we calc...
In this paper, we provide an $L^2$ fine resolution of the prolongation of a nilpotent harmonic bundl...
We prove an extension of the nonabelian Hodge theorem in which the underlying objects are twisted to...
We prove an extension of the nonabelian Hodge theorem in which the underlying objects are twisted to...