User Guide
Why can I only view 3 results?
You can also view all results when you are connected from the network of member institutions only. For non-member institutions, we are opening a 1-month free trial version if institution officials apply.
So many results that aren't mine?
References in many bibliographies are sometimes referred to as "Surname, I", so the citations of academics whose Surname and initials are the same may occasionally interfere. This problem is often the case with citation indexes all over the world.
How can I see only citations to my article?
After searching the name of your article, you can see the references to the article you selected as soon as you click on the details section.
Institutional References Quartile Statistics FAQ User Guide Contact us
Institutional Application Application for Journals
Türkçe English
 ASOS INDEKS
Menu
Mendeley
Endnote
η-Einstein Solitons in δ- Lorentzian Trans Sasakian Manifolds
2018
Journal:  
Mathematical Advances in Pure and Applied Sciences
Author:  
Abstract:

The object of the present research is to study the δ-Lorentzian  Trans Sasakian manifolds addmitting the η-Einstein Solitons and gradient Ein stein soliton. It is shown that a symmetric second order covariant tensor in  a δ-Lorentzian Trans Sasakian manifold is a constant multiple of metric ten sor. Also an example of η-Einstein soliton in 3-diemsional δ-Lorentzian Trans  Sasakian manifold is provided in the region where δ-Lorentzian Trans Sasakian  manifold expanding.

Keywords:

Citation Owners
Information: There is no ciation to this publication.
Similar Articles
1. Almost Conformal $\eta$-Ricci Solitons in Three-Dimensional Lorentzian Concircular Structures
2020


  Details
 Download PDF
2. A Study on Lorentzian $\alpha -$Sasakian Manifolds
2019


  Details
 Download PDF
3. Wintgen Inequalities for Submanifolds of $\delta$-Lorentzian Trans-Sasakian Space Form
2023


  Details
 Download PDF
4. Wintgen Inequalities for Submanifolds of $\delta$-Lorentzian Trans-Sasakian Space Form
2023


  Details
 Download PDF
5. $\mathcal{Z^\ast}$-Tensor on $N(k)$-Contact Metric Manifolds Admitting Ricci Soliton Type Structure
2024


  Details
 Download PDF
6. Classifications of $K$-Contact Semi-Riemannian Manifolds
2019


  Details
 Download PDF
Mathematical Advances in Pure and Applied Sciences

Journal Type :   Uluslararası

Details
Mathematical Advances in Pure and Applied Sciences