We extend the classical Donaldson-Fujiki interpretation of the scalar curvature as moment map in K\"ahler Geometry to the wider framework of locally conformally K\"ahler Geometry.Comment: 19 pages. Comments are welcom
We propose an approach to the existence problem for locally conformally K\"ahler metrics on compact ...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
peer reviewedWe study the Cahen–-Gutt moment map on the space of symplectic connections of a symple...
In the framework of formal deformation quantization, we apply our formal moment map construction on ...
We associate to the resolved conifold an affine special K\"{a}hler (ASK) manifold of complex dimensi...
We study an infinite-dimensional hyperkähler reduction introduced by Donaldson and associated with t...
We show that a compact weighted extremal Kahler manifold (as defined by the third named author) has ...
AbstractWe present a K-theoretic approach to the Guillemin–Sternberg conjecture (V. Guillemin and S....
8 pagesInternational audienceWe consider several transformation groups of a locally conformally Kähl...
Let (M,ω) be a Kähler manifold and let K be a compact group that acts on M in a Hamiltonian fashion....
The starting point of this thesis is the following observation of Atiyah and Bott: The curvature of ...
This article explores special Lagrangian submanifolds in $\mathbb{CP}^3$, viewed as a nearly K\"ahle...
Harada and Kaveh showed that integrable systems can be constructed on a smooth projective variety by...
We study the Cahen–Gutt moment map on the space of symplectic connections of a symplectic manifold. ...
We give an elementary introduction to hyperkähler manifolds, survey some of their interesting proper...
We propose an approach to the existence problem for locally conformally K\"ahler metrics on compact ...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
peer reviewedWe study the Cahen–-Gutt moment map on the space of symplectic connections of a symple...
In the framework of formal deformation quantization, we apply our formal moment map construction on ...
We associate to the resolved conifold an affine special K\"{a}hler (ASK) manifold of complex dimensi...
We study an infinite-dimensional hyperkähler reduction introduced by Donaldson and associated with t...
We show that a compact weighted extremal Kahler manifold (as defined by the third named author) has ...
AbstractWe present a K-theoretic approach to the Guillemin–Sternberg conjecture (V. Guillemin and S....
8 pagesInternational audienceWe consider several transformation groups of a locally conformally Kähl...
Let (M,ω) be a Kähler manifold and let K be a compact group that acts on M in a Hamiltonian fashion....
The starting point of this thesis is the following observation of Atiyah and Bott: The curvature of ...
This article explores special Lagrangian submanifolds in $\mathbb{CP}^3$, viewed as a nearly K\"ahle...
Harada and Kaveh showed that integrable systems can be constructed on a smooth projective variety by...
We study the Cahen–Gutt moment map on the space of symplectic connections of a symplectic manifold. ...
We give an elementary introduction to hyperkähler manifolds, survey some of their interesting proper...
We propose an approach to the existence problem for locally conformally K\"ahler metrics on compact ...
We give an equivalent definition of compact locally conformally hyperkähler manifolds in terms of th...
peer reviewedWe study the Cahen–-Gutt moment map on the space of symplectic connections of a symple...