3 citations · 8 across the 14 of their papers we have counts for
8 papers · 1 filter
On f-Eikonal Helices And f-Eikonal Slant Helices In Riemannian Manifolds
Ali Şenol, Evren Ziplar, Yusuf Yayli
In this paper, we define f-eikonal helix curves and f-eikonal V_{n}-slant helix curves in a n-dimensional Riemannian manifold. Also, we give the definition of harmonic curvature fu…
A new approach on helices in Euclidean n-space
Ali Şenol, Evren Ziplar, Yusuf Yayli +1
In this work, we give some new characterizations for inclined curves and slant helices in n-dimensional Euclidean space E^{n}. Morever, we consider the pre-characterizations about…
f-Eikonal helix submanifolds and f-Eikonal helix curves
Evren Ziplar, Ali Senol, Yusuf Yayli
Let M{\subset}\mathbb{R}^{n} be a Riemannian helix submanifold with respect to the unit direction d{\in}\mathbb{R}^{n} and f:M{\to}\mathbb{R} be a eikonal function. We say that M i…
On weak r-Helix submanifolds
Evren Ziplar, Ali şenol, Yusuf Yayli
In this paper, we investigate special curves on a weak r-helix submanifold in Euclidean n-space E^{n}. Also, we give the important relations between weak r-helix submanifolds and t…
On Strong r-Helix Submanifolds and Special Curves
Evren Ziplar, Ali Şenol, Yusuf Yayli
In this paper, we investigate special curves on a strong r-helix submanifold in Euclidean n-space E n. Also, we give the important relations between strong r-helix submanifolds and…
Constant Angle Ruled Surfaces in Euclidean Spaces
Yusuf Yayli, Evren Ziplar
In this paper, we study the special curves and ruled surfaces on helix hypersurface whose tangent planes make a constant angle with a fixed direction in Euclidean n-space Besides,…
Lc helices and harmonic curvatures in space forms (hypersurface)
Ali Senol, Evren Ziplar, Yusuf Yayli
In n-dimensional Euclidean space E^n, harmonic curvatures of a non-degenerate curve defined by Özdamar and Hacisalihoğlu [4]. In this paper, We define a new type of curves called L…
On r-Helix Hypersurfaces
Evren Ziplar, Ali Şenol, Yusuf Yayli
In this paper, we study strong r-helix hypersurfaces and the special curves on these surfaces. Moreover, we investigated the relations between strong r-helix hypersurfaces and the…