Article 2026 · 0 citations

Ricci Bi-Conformal and <i>m</i>-Modified Conformal Vector Fields: A Study With Respect to the Riemannian Extension Metric

Bilen, Lokman, Gezer, Aydin, Karaman, Cagri

Abstract

This article explores the necessary and sufficient conditions for a vector field on the cotangent bundle of a Riemannian manifold to qualify as an m- modified conformal vector field or a Ricci bi-conformal vector field. The analysis employs an adapted frame and concerns the Riemannian extension metric.

Keywords

cotangent bundles partial differential equations Ricci bi-conformal and Riemannian extension metric TRANSFORMATIONS

WoS Categories

Mathematics

Citation

Journal: JOURNAL OF MATHEMATICS
Year: 2026
Volume: 2026
Issue: 1
ISSN: 2314-4629
eISSN: 2314-4785
DOI: 10.1155/jom/8883988
WoS UID: WOS:001718828000001

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