Add to ORKGThis thesis consists of six chapters. The rst chapter is devoted to the introduc- tion section. In the second chapter, we have given about the basic concepts of dual number and D modül. In the third chapter, in the 3-dimensional Euclid- ean space the properties of rectifying curves were investigated. In the fourth section, in the Minkowski space Frenet formulas of curves were obtained and the properties of rectifying curves in the Minkowski space were investigated. In the fth section and the sixth section the properties of rectifying curves were investigated in the dual space and the dual Lorentz space.Bu tez çal¬¸smas¬ alt¬ bölümden olu¸smaktad¬r. Birinci bölüm giri¸s k¬sm¬na ayr¬lm¬¸st¬r. ·Ikinci bölümde, dual say¬lar ve D modül...
Bu yüksek lisans çalışmasında, ilk kez üç boyutlu Lorentz-Minkowski uzayında de Sitter ve hiperboli...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
The idea of rectifying curves in R^3 was introduced by B. Y. Chen in 2003 and many characterizations...
This thesis consists of six chapters. The rst chapter is devoted to the introduc- tion section. In...
The Bachelor thesis deals with research on curves in three-dimensional space with Lorentzian inner p...
We give some characterizations of the rectifying curves in the dual space and show that rectifying d...
We give some characterizations of the rectifying curves in the dual space and show that rectifying d...
The flat four-dimensional spacetime of relativity, called Minkowski space, distinguishes vectors int...
In this project, we investigate the properties of the involutes of involutes of curves in Minkowski ...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this present paper, rectifying curves are re-characterized in a shorter and simpler way using har...
In this paper, we define rectifying curves in Minkowski space-time and characterize null, pseudo nul...
The aim of this thesis is to do research on L-conics and L-Cassini curves in Lorentz – Min...
Deshmukh, Sharief/0000-0003-3700-8164WOS: 000416507200007In this paper, we study rectifying curves a...
Bu yüksek lisans çalışmasında, ilk kez üç boyutlu Lorentz-Minkowski uzayında de Sitter ve hiperboli...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
The idea of rectifying curves in R^3 was introduced by B. Y. Chen in 2003 and many characterizations...
This thesis consists of six chapters. The rst chapter is devoted to the introduc- tion section. In...
The Bachelor thesis deals with research on curves in three-dimensional space with Lorentzian inner p...
We give some characterizations of the rectifying curves in the dual space and show that rectifying d...
We give some characterizations of the rectifying curves in the dual space and show that rectifying d...
The flat four-dimensional spacetime of relativity, called Minkowski space, distinguishes vectors int...
In this project, we investigate the properties of the involutes of involutes of curves in Minkowski ...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
In this present paper, rectifying curves are re-characterized in a shorter and simpler way using har...
In this paper, we define rectifying curves in Minkowski space-time and characterize null, pseudo nul...
The aim of this thesis is to do research on L-conics and L-Cassini curves in Lorentz – Min...
Deshmukh, Sharief/0000-0003-3700-8164WOS: 000416507200007In this paper, we study rectifying curves a...
Bu yüksek lisans çalışmasında, ilk kez üç boyutlu Lorentz-Minkowski uzayında de Sitter ve hiperboli...
In this paper, we define a rectifying curve in the Euclidean 4-space as a curve whose position vecto...
The idea of rectifying curves in R^3 was introduced by B. Y. Chen in 2003 and many characterizations...