AbstractIn this paper, we apply a modification theorem for a compact homogeneous solvmanifold to compact complex homogeneous manifolds with pseudo-kählerian structures. We are able to classify these manifolds as certain products of projective rational homogeneous spaces, tori, simple and double reduced primitive pseudo-kähler spaces
AbstractLocally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence,...
We completely classify invariant Hermitian and K¨ahler structures, together with their paracomplex a...
AbstractIn this note, we prove some results on the classification of compact complex homogeneous spa...
AbstractIn this paper, we apply a modification theorem for a compact homogeneous solvmanifold to com...
AbstractIn this paper, we complete Nakamuraʼs classification of compact complex parallelizable solvm...
We prove that the compact Kähler manifolds with c1≥0 that admit holomorphic parabolic geometries ...
AbstractWe obtain the full classification of invariant symplectic, (almost) complex and Kähler struc...
We obtain the full classification of invariant symplectic, (almost) complex and Kähler structures, t...
AbstractWe observed in our previous paper that all the complex structures on four-dimensional compac...
We consider a proper modification f : M ̃ → M between complex manifolds, and study when a generalize...
In this thesis, we focus on holomorphic and isometric immersions of Kähler manifolds into complex sp...
Locally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence, by E. C...
We analyze degenerate homogeneous structures of linear type in the pseudo-Kähler and para-Kähler c...
Let $M$ be a pseudo-Hermitian homogeneous space of finite volume. We show that $M$ is compact and th...
In this article, we define a projectively flat map of a compact Kähler manifold into the complex Gra...
AbstractLocally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence,...
We completely classify invariant Hermitian and K¨ahler structures, together with their paracomplex a...
AbstractIn this note, we prove some results on the classification of compact complex homogeneous spa...
AbstractIn this paper, we apply a modification theorem for a compact homogeneous solvmanifold to com...
AbstractIn this paper, we complete Nakamuraʼs classification of compact complex parallelizable solvm...
We prove that the compact Kähler manifolds with c1≥0 that admit holomorphic parabolic geometries ...
AbstractWe obtain the full classification of invariant symplectic, (almost) complex and Kähler struc...
We obtain the full classification of invariant symplectic, (almost) complex and Kähler structures, t...
AbstractWe observed in our previous paper that all the complex structures on four-dimensional compac...
We consider a proper modification f : M ̃ → M between complex manifolds, and study when a generalize...
In this thesis, we focus on holomorphic and isometric immersions of Kähler manifolds into complex sp...
Locally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence, by E. C...
We analyze degenerate homogeneous structures of linear type in the pseudo-Kähler and para-Kähler c...
Let $M$ be a pseudo-Hermitian homogeneous space of finite volume. We show that $M$ is compact and th...
In this article, we define a projectively flat map of a compact Kähler manifold into the complex Gra...
AbstractLocally homogeneous CR-manifolds in dimension 3 were classified, up to local CR-equivalence,...
We completely classify invariant Hermitian and K¨ahler structures, together with their paracomplex a...
AbstractIn this note, we prove some results on the classification of compact complex homogeneous spa...
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