arXiv subjects
Publications and source records attributed to Çetin Camci.
In this study, we show that there is an $α$-Sasakian structure on product manifold $M_{1}\times β(I)$ where $M_{1}$ is a Kaehlerian manifold that has exact 1-form and $β(I)$ is an open curve. After then, we define a new type warped product metric to study the warped product of almost Hermitian manifolds with almost contact metric manifolds.
In this paper, we deÖne a new type curve as V-Mannheim curve, V Mannheim partner curve and generating curve of Mannheim curve. We give characterization of these curve. In addition, we study a relation between Mannheim curve and spherical curve. Eventually, with Salkowski method, we give an example of the Mannheim curve.
In this paper, we define a new type Bertrand curve and this curves are said V-Bertrand curve, f-Bertrand curve and a-Bertrand curve. In addition, we give charectarization of the V-Bertrand curve and we define a Bertrand surface.
The aim of the paper is to give a method of constructing k-slant curves via any plane curve.