Özet:
Yıl: 2000Cilt: 24Sayı: 3ISSN: 1300-0098Sayfa Aralığı: 239 - 250
Metin Dili:İngilizce
Öz:
Başlık (İngilizce):
Öz (İngilizce):In this paper,QR-submanifolds of quaternion Kaehlerian manifolds with dimν⊥ = 1 has been considered. It is shown that each QR-submanifold of quaternion Kaehlerian manifold with dimν⊥ is a manifold with an almost contact 3-structure. We apply geometric theory of almost contact 3-structure to the classification of QR-submanifolds (resp.Real hypersurfaces) of quaternion Kaehler manifolds (resp.IR4m, m > 1). Some results on integrability of an invariant distribution of a QR-submanifold and on the immersions of its leaves are also obtained.
