Document Details

Document Type : Article In Journal 
Document Title :
Generic warped product submanifolds of locally conformal keahler manifolds
Generic warped product submanifolds of locally conformal keahler manifolds
 
Subject : Mathematics 
Document Language : English 
Abstract : Warped product manifolds are known to have applications in physics. For instance, they provide an excellent setting to model space-time near a black hole or a massive star (cf. [9]). The studies on warped product manifolds with extrinsic geometric point of view were intensified after the B.Y. Chen's work on CR-warped product submanifolds of Kaehler manifolds (cf. [6], [7]). Later on, similar studies were carried out in the setting of l.c.K. manifolds and nearly Kaehler manifolds (cf. [3], [11]). In the present article, we investigate a larger class of warped product submanifolds of l.c.K. manifolds, ensure their existence by constructing an example of such manifolds and obtain some important properties of these submanifolds. With regard to the CR-warped product submanifold, a special case of generic warped product submanifolds, we obtain a characterization under which a CR-submanifold is reducesd to a CR-warped product submanifold. 
ISSN : 0252-9602 
Journal Name : Acta Mathematica Scientia 
Volume : 30 
Issue Number : 5 
Publishing Year : 1431 AH
2010 AD 
Article Type : Article 
Added Date : Sunday, October 30, 2011 

Researchers

Researcher Name (Arabic)Researcher Name (English)Researcher TypeDr GradeEmail
Nargis JamalJamal, Nargis ResearcherDoctoratejamal.nargis@gmail.com
Khalid Ali KhanKhan, Khalid AliResearcherDoctoratekhalid.mathematics@gmail.com
فيقار أعظم خانKhan, Viqar AzamResearcherDoctorateviqarster@gmail.com

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