Add to ORKGAbstract. Integrability conditions of an almost quaternion manifold were studied by Yano and Ako [12]. Quaternion submanifolds of codimension 2 have been defined and studied by A. Hamoui [8] and others. In this paper, we have defined a Hsu-quaternion manifold and showed that a submanifold of codimension 2 of the Hsu-quaternion manifold admits Hsu – (F, U, V, u, v, η) –structure. 1
AbstractIf M is a quaternionic manifold and P is an S1-instanton over M, then Joyce constructed a hy...
Abstract. As a generalization of semi-slant submersions, h-slant submersions, and h-semi-invariant s...
A correspondence between quaternionic regular functions in the sense of Fueter and fundamental 2-for...
Abstract. It is a report on some recent results concerning the almost com-plex submanifolds of a qua...
http://pc121.math.klte.hu/diffgeo/ edited by L. Kozma, P. T. Nagy and L. Tamássy
In this paper, I have studied the submanifolds of codimension m-n in an almost complex and an almost...
In this paper, I have studied the submanifolds of codimension ＄m-n＄ in an almost complex and an almo...
none1noWe apply the general theory of codimension one integrability conditions for G-structures deve...
We prove that the basic manifold of a submersion from a QR-hypersurface of a quaternionic Kähler ma...
After a concise introduction on (para-)quaternionic geometry, we report on some recent results conce...
In this paper we define the concept of quaternionic submersion, we study its fundamental properties ...
We study submanifolds of a quaternionic projective space, it is of great interest how to pull down s...
AbstractWe provide a general criterion for the integrability of the almost para-quaternionic structu...
summary:Nearly-quaternionic Kähler manifolds of dimension at least $8$ are shown to be quaternionic ...
summary:We study $n$-dimensional $QR$-submanifolds of $QR$-dimension $(p-1)$ immersed in a quaternio...
AbstractIf M is a quaternionic manifold and P is an S1-instanton over M, then Joyce constructed a hy...
Abstract. As a generalization of semi-slant submersions, h-slant submersions, and h-semi-invariant s...
A correspondence between quaternionic regular functions in the sense of Fueter and fundamental 2-for...
Abstract. It is a report on some recent results concerning the almost com-plex submanifolds of a qua...
http://pc121.math.klte.hu/diffgeo/ edited by L. Kozma, P. T. Nagy and L. Tamássy
In this paper, I have studied the submanifolds of codimension m-n in an almost complex and an almost...
In this paper, I have studied the submanifolds of codimension ＄m-n＄ in an almost complex and an almo...
none1noWe apply the general theory of codimension one integrability conditions for G-structures deve...
We prove that the basic manifold of a submersion from a QR-hypersurface of a quaternionic Kähler ma...
After a concise introduction on (para-)quaternionic geometry, we report on some recent results conce...
In this paper we define the concept of quaternionic submersion, we study its fundamental properties ...
We study submanifolds of a quaternionic projective space, it is of great interest how to pull down s...
AbstractWe provide a general criterion for the integrability of the almost para-quaternionic structu...
summary:Nearly-quaternionic Kähler manifolds of dimension at least $8$ are shown to be quaternionic ...
summary:We study $n$-dimensional $QR$-submanifolds of $QR$-dimension $(p-1)$ immersed in a quaternio...
AbstractIf M is a quaternionic manifold and P is an S1-instanton over M, then Joyce constructed a hy...
Abstract. As a generalization of semi-slant submersions, h-slant submersions, and h-semi-invariant s...
A correspondence between quaternionic regular functions in the sense of Fueter and fundamental 2-for...