DOIAbstract
We characterize the existence of a locally conformally Kähler metric on a compact complex manifold in terms of currents, adapting the celebrated result of Harvey and Lawson for Kähler metrics
We characterize the existence of a locally conformally Kähler metric on a compact complex manifold in terms of currents, adapting the celebrated result of Harvey and Lawson for Kähler metrics
A Hermitian structure on a manifold is called locally conformally Kähler (LCK) if it locally admits ...
We study compact toric strict locally conformally Kahler manifolds. We show that the Kodaira dimensi...
Abstract A locally conformally Kähler (LCK) manifold M is one which is covered by a Kähler manifold ...
A locally conformally Kahler (lcK) manifold is a complex manifold (M, J) together with a Hermitian m...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
This lecture announces results concerning compact complex manifolds M which are Kähler outside an an...
A locally conformally Khler (LCK) manifold is a complex manifold which admits a cover-ing endowed wi...
We derive some necessary conditions on a Riemannian metric (M, g) in four dimensions for it to be lo...
We review the properties of the Morse-Novikov cohomology and compute it for all known compact comple...
We review the properties of the Morse-Novikov cohomology and compute it for all known compact comple...
In this paper some new results on positive (de-debar)−closed currents are applied to modifications...
The aim of this exposition is to place our recent joint work on anti-self-dual Hermitian surfaces in...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
Ambrosio and Kirchheim presented a theory of currents with finite mass in complete metric spaces. We...
A Hermitian structure on a manifold is called locally conformally Kähler (LCK) if it locally admits ...
We study compact toric strict locally conformally Kahler manifolds. We show that the Kodaira dimensi...
Abstract A locally conformally Kähler (LCK) manifold M is one which is covered by a Kähler manifold ...
A locally conformally Kahler (lcK) manifold is a complex manifold (M, J) together with a Hermitian m...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
This lecture announces results concerning compact complex manifolds M which are Kähler outside an an...
A locally conformally Khler (LCK) manifold is a complex manifold which admits a cover-ing endowed wi...
We derive some necessary conditions on a Riemannian metric (M, g) in four dimensions for it to be lo...
We review the properties of the Morse-Novikov cohomology and compute it for all known compact comple...
We review the properties of the Morse-Novikov cohomology and compute it for all known compact comple...
In this paper some new results on positive (de-debar)−closed currents are applied to modifications...
The aim of this exposition is to place our recent joint work on anti-self-dual Hermitian surfaces in...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
Ambrosio and Kirchheim presented a theory of currents with finite mass in complete metric spaces. We...
A Hermitian structure on a manifold is called locally conformally Kähler (LCK) if it locally admits ...
We study compact toric strict locally conformally Kahler manifolds. We show that the Kodaira dimensi...
Abstract A locally conformally Kähler (LCK) manifold M is one which is covered by a Kähler manifold ...
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