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Toplam kayıt 6, listelenen: 1-6
A Note on Some Characterizations of Curves Due to Bishop Frame in Euclidean Plane E^2
(2016-12)
In this paper, we first obtain the differential equation characterizing position vector of a regular curve in Euclidean plane E^2 . Then we study the special curves such as Smarandache curves, curves of constant breadth ...
A Note on Special Curves in E^4
(2016-06)
This article has consisted of a part of doctorate thesis by Süha Yılmaz. Firstly, Frenet formulas are given in E^4. Later, characterizations of regular and inclined curves are studied in E^4. It has been given that a ...
A NOTE ON SOME CHARACTERIZATIONS OF CURVES DUE TO BISHOP FRAME IN EUCLIDEAN PLANE E2
(Kırklareli Üniversitesi, 2016)
In this paper, we first obtain the differential equation characterizing position vector of a regularcurve in Euclidean plane 2 E . Then we study the special curves such as Smarandache curves,curves of constant breadth due ...
A NOTE ON SPECIAL CURVES IN E^4
(Kırklareli Üniversitesi, 2016)
This article has consisted of a part of doctorate thesis by Süha Yılmaz [7]. Firstly, Frenet formulas are given in E^4. Later, characterizations of regular and inclined curves are studied E^4. It has been ...
A study on the characterizations of non-null curves according to the Bishop frame of type-2 in Minkowski 3-space
(2016)
Bu çalışmada, E_1^3 de Bishop çatısının yeni bir yorumuna göre null olmayan eğrilerin klasik diferensiyel geometrisini inceliyoruz. Bu yeni yorumlanan çatıyı, 2. Tip Bishop çatısı şeklinde adlandırıyoruz. Öncelikle, bir ...
CHARACTERIZATIONS OF SOME ASSOCIATED AND SPECIAL CURVES TO TYPE-2 BISHOP FRAME IN E^3
(Kırklareli Üniversitesi, 2016)
In this paper, we investigate associated curves according to type-2 Bishop frame in E^3. In addition, necessary and sufficient conditions for a curve to be a regular one are studied to the mentioned frame. Finally we give ...