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Toplam kayıt 7, listelenen: 1-7
The Characterizations of the Spherical Images of Timelike W-Curves in Minkowski Space-Time
(2020)
We know that ?? ?curve is a curve which has constant Frenet curvatures. In this study, firstly, wehave investigated the principal normal and binormal spherical images of a timelike ?? ?curve onpseudohyperbolic space ?03in ...
Finsler Manifoldunda Genel Helisler Üzerine Bir Çalışma
(2020)
Bu çalışmada, 3-boyutlu Finsler manifoldunda iki özel eğri arasındaki ilişki üzerine çalıştık. 3-boyutlu Finslermanifoldundaki bir regüler eğri ve bir genel helis arasındaki bir denklem kullanılarak, regüler eğri ve genel ...
Hermite-hadamard type ınequalities for multiplicatively s-convex functions
(2020)
In this paper, some integral inequalities of Hermite-Hadamard type for multiplicatively s-convex functions are obtained. Also, some new inequalities involving multiplicative integrals are established for product and quotient ...
Classifications on the travelling wave solutions to the (3+1)-dimensional generalized KP and Jimbo-Miwa equations
(E D P Sciences, 2017)
In this paper, we use the powerful tan(F(xi)/2)-expansion method with the help of Wolfram Mathematica 9 to investigate the solution structures of two well-known nonlinear evolution equations, namely; the (3+1)-dimensional ...
On the variational curves due to the ED-frame field in Euclidean 4-space
(2020)
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 ...
A note on Berwald eikonal equation
(Iop Publishing Ltd, 2016)
In this study, firstly, we generalize Berwald map by introducing the concept of a Riemannian map. After that we find Berwald eikonal equation through using the Berwald map. The eikonal equation of geometrical optic that ...
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 ...