AbstractIn the framework of studying the integrability of almost Kähler manifolds, we prove that a four-dimensional compact almost Kähler locally symmetric space is a Kähler manifold
Concerning the intergarability of almost Kahler manifolds, it is known the conjecture by S.I. Goldbe...
AbstractIt is shown that on most compact complex surfaces which admit symplectic forms, each Hermiti...
In [1] J. Berndt and L. Vanhecke introduced two classes (B- and B-spaces) of Riemannian manifolds wh...
An aimost Hermitian manifold M=(m,J,g) is colled an almost Lahler manifold if the corresponding Kahl...
An almost Hermitian manifold M=(M,J,g) is called an almost Kahler manifold if the Kahler form is clo...
For anyn ≥ 2, we give examples of almost Kähler conformally flat manifoldsM 2n which are not Kähler....
AbstractOne derives a criterion for a quaternionic Kähler manifold to be locally symmetric by using ...
AbstractAn algebraic study is made of the torsion and curvature of almost-Hermitian manifolds with e...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Abstra t. Using the fundamental notions of the quaternionic analysis we show that there are no 4-dim...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Abstra t. Using the fundamental notions of the quaternionic analysis we show that there are no 4-dim...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Concerning the intergarability of almost Kahler manifolds, it is known the conjecture by S.I. Goldbe...
AbstractIt is shown that on most compact complex surfaces which admit symplectic forms, each Hermiti...
In [1] J. Berndt and L. Vanhecke introduced two classes (B- and B-spaces) of Riemannian manifolds wh...
An aimost Hermitian manifold M=(m,J,g) is colled an almost Lahler manifold if the corresponding Kahl...
An almost Hermitian manifold M=(M,J,g) is called an almost Kahler manifold if the Kahler form is clo...
For anyn ≥ 2, we give examples of almost Kähler conformally flat manifoldsM 2n which are not Kähler....
AbstractOne derives a criterion for a quaternionic Kähler manifold to be locally symmetric by using ...
AbstractAn algebraic study is made of the torsion and curvature of almost-Hermitian manifolds with e...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Abstra t. Using the fundamental notions of the quaternionic analysis we show that there are no 4-dim...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Abstra t. Using the fundamental notions of the quaternionic analysis we show that there are no 4-dim...
Differential Geometry : Proceedings of the First Intenational Symposiumu on Differential Geometry, F...
Concerning the intergarability of almost Kahler manifolds, it is known the conjecture by S.I. Goldbe...
AbstractIt is shown that on most compact complex surfaces which admit symplectic forms, each Hermiti...
In [1] J. Berndt and L. Vanhecke introduced two classes (B- and B-spaces) of Riemannian manifolds wh...
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