In this study, we define a variational field for constructing a family of Frenet curves of the length l lying on aconnected oriented hypersurface and calculate the length of the variational curves due to the ED-frame field in Euclidean4-space. And then, we derive the intrinsic equations for the variational curves and also obtain boundary conditions forthis type of curves due to the ED-frame field in Euclidean 4-space
In this paper, a method to calculate Frenet Apparatus of the curves in five dimensional Euclidean sp...
In this study, initially the geometric meanings of the curvatures of the curves parametrized with th...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this paper, by considering a Frenet curve lying on an oriented hypersurface, we extend the Darbou...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this work, for regular involute-evolute curve couples, it is proven that evolute’s Frenet apparat...
Deshmukh, Sharief/0000-0003-3700-8164WOS: 000416507200007In this paper, we study rectifying curves a...
In this paper, we study some special Smarandache curves and their differential geometric properties ...
The purpose of this paper is to study Smarandache curves in the 4-dimensional Euclidean space E4 , a...
Essential to the study of space curves in Differential Geometry is the Frenet frame. In this thesis ...
In this paper, we introduce a new frame which is called the B-Darboux frame on a surface in Euclidea...
Abstract: In this paper, rstly, we dene a W-direction curve and W-rectifying curve of a Frenet curv...
The diploma thesis describes parametric space curves and their properties. Among them torsion and cu...
In this paper, the available formulae for the curvature of plane curve are reviewed not only for the...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this paper, a method to calculate Frenet Apparatus of the curves in five dimensional Euclidean sp...
In this study, initially the geometric meanings of the curvatures of the curves parametrized with th...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this paper, by considering a Frenet curve lying on an oriented hypersurface, we extend the Darbou...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this work, for regular involute-evolute curve couples, it is proven that evolute’s Frenet apparat...
Deshmukh, Sharief/0000-0003-3700-8164WOS: 000416507200007In this paper, we study rectifying curves a...
In this paper, we study some special Smarandache curves and their differential geometric properties ...
The purpose of this paper is to study Smarandache curves in the 4-dimensional Euclidean space E4 , a...
Essential to the study of space curves in Differential Geometry is the Frenet frame. In this thesis ...
In this paper, we introduce a new frame which is called the B-Darboux frame on a surface in Euclidea...
Abstract: In this paper, rstly, we dene a W-direction curve and W-rectifying curve of a Frenet curv...
The diploma thesis describes parametric space curves and their properties. Among them torsion and cu...
In this paper, the available formulae for the curvature of plane curve are reviewed not only for the...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this paper, a method to calculate Frenet Apparatus of the curves in five dimensional Euclidean sp...
In this study, initially the geometric meanings of the curvatures of the curves parametrized with th...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...