Characterizations of Riemannian maps between Kaehler manifolds by certain curves

Turhan T.Tükel G.Ö.Şahin B.2024-08-312024-08-3120240033-3883https://doi.org/10.5486/PMD.2024.9635https://hdl.handle.net/11454/104053Riemannian maps between Kaehler manifolds are studied with respect to certain curves. For this purpose, the geometric properties of the Riemannian maps themselves, the total manifold and the base manifold are investigated depending on the behavior of the geodesic, circle and Kaehler Frenet curves on the total manifold under Riemannian maps. © 2024 Institute of Mathematics, University of Debrecen. All rights reserved.en10.5486/PMD.2024.9635info:eu-repo/semantics/closedAccessisotropic Riemannian mapKaehler circleKaehler Frenet curveKaehler manifoldssecond fundamental formCharacterizations of Riemannian maps between Kaehler manifolds by certain curvesArticle1051-239582-s2.0-85199919687Q2