ξ(Ric)-Vector Fields on Sequential Warped Product Manifolds

In this paper, we study ξ(Ric)-vector fields on sequential warped products. Assuming that a vector field is a ξ(Ric)-vector field on the sequential product, we investigate the necessary conditions under which its components are also ξ(Ric)-vector fields on the factor manifolds. We also examine the conditions in which a vector field on a sequential warped product could be a ξ(Ric)-vector field. Furthermore, we examine ξ(Ric)-vector fields on a sequential warped space-times.

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Publication Details

Journal
Fundamentals of Contemporary Mathematical Sciences
Published
2025-07-30
DOI
https://doi.org/10.54974/fcmathsci.1608481
Primary Topic
Advanced Differential Geometry Research
Type
article
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article

ξ(Ric)-Vector Fields on Sequential Warped Product Manifolds

Dilek Açıkgöz Kaya
Fundamentals of Contemporary Mathematical Sciences
Advanced Differential Geometry Research
article

ξ(Ric)-Vector Fields on Sequential Warped Product Manifolds

Dilek Açıkgöz Kaya
article en

Abstract

In this paper, we study ξ(Ric)-vector fields on sequential warped products. Assuming that a vector field is a ξ(Ric)-vector field on the sequential product, we investigate the necessary conditions under which its components are also ξ(Ric)-vector fields on the factor manifolds. We also examine the conditions in which a vector field on a sequential warped product could be a ξ(Ric)-vector field. Furthermore, we examine ξ(Ric)-vector fields on a sequential warped space-times.

Fundamentals of Contemporary Mathematical SciencesVol. 6(2)
Adnan Menderes University (TR)
Openalex Percentile: Top 86%
Advanced Differential Geometry Research
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