The aim of this thesis is to do research on L-conics and L-Cassini curves in Lorentz – Minkowski plane. This thesis consist of four chapters. In the first chapter reserved ıntroduction. In the second chapter is given basic definitions and theorems. Also, midset is introduced in Lorentz – Minkowski plane. In the thırd chapter L-conics with two focis and focus-directrix are examined in Lorentz – Minkowski plane. In the last chapter L-Cassini curves with two focies are examined and some examples about their are given in Lorentz – Minkowski plane.Bu tez çalışmasının amacı, Lorentz - Minkowski düzleminde L-konikler ve L-Cassini eğrileri üzerine inceleme yapmaktır. Dört bölümden oluşan çalışmamızda...
Nesta tese, investigamos a geometria de curvas no 3-espaço e no 4-espaço de Minkowski usando a teori...
Mladenov, Ivailo M./0000-0001-5577-5741WOS: 000393621700001In this paper we consider some elastic sp...
This article is motivated by a problem posed by David A. Singer in 1999 and by the classical Euler e...
AbstractIn this paper we use the Apollonius definition of conics to generate algebraic curves in the...
Bu yüksek lisans çalışmasında, ilk kez üç boyutlu Lorentz-Minkowski uzayında de Sitter ve hiperboli...
Bu çalışmanın ilk iki bölümünde Lorentz-Minkowski uzayı tanıtılmış olup daha sonra bu uzayda eğriler...
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 study the caustic, evolute, Minkowski symmetry set and parallels of a smooth and regular curve in...
In this paper we consider curves on a spacelike surface in Lorentz-Minkowski $3$-space.\ud We introd...
This thesis consists of five chapters. The first chapter is devoted the in- troduction. The second c...
Abstract. In this study, we have generalized the involute and evolute curves of the spacelike curve ...
Bu çalışma beş bölümden oluşmaktadır. 1.Bölümde Yarı Riemann uzayı, Lorentz Uzayı, Minkowki uzayında...
A classical theorem of differential geometry of curves in Euclidean space is the Schur's Theorem, th...
We classify the family of spacelike maximal surfaces in Lorentz-Minkowski 3-space L 3 which are foli...
Nesta tese, investigamos a geometria de curvas no 3-espaço e no 4-espaço de Minkowski usando a teori...
Mladenov, Ivailo M./0000-0001-5577-5741WOS: 000393621700001In this paper we consider some elastic sp...
This article is motivated by a problem posed by David A. Singer in 1999 and by the classical Euler e...
AbstractIn this paper we use the Apollonius definition of conics to generate algebraic curves in the...
Bu yüksek lisans çalışmasında, ilk kez üç boyutlu Lorentz-Minkowski uzayında de Sitter ve hiperboli...
Bu çalışmanın ilk iki bölümünde Lorentz-Minkowski uzayı tanıtılmış olup daha sonra bu uzayda eğriler...
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 study the caustic, evolute, Minkowski symmetry set and parallels of a smooth and regular curve in...
In this paper we consider curves on a spacelike surface in Lorentz-Minkowski $3$-space.\ud We introd...
This thesis consists of five chapters. The first chapter is devoted the in- troduction. The second c...
Abstract. In this study, we have generalized the involute and evolute curves of the spacelike curve ...
Bu çalışma beş bölümden oluşmaktadır. 1.Bölümde Yarı Riemann uzayı, Lorentz Uzayı, Minkowki uzayında...
A classical theorem of differential geometry of curves in Euclidean space is the Schur's Theorem, th...
We classify the family of spacelike maximal surfaces in Lorentz-Minkowski 3-space L 3 which are foli...
Nesta tese, investigamos a geometria de curvas no 3-espaço e no 4-espaço de Minkowski usando a teori...
Mladenov, Ivailo M./0000-0001-5577-5741WOS: 000393621700001In this paper we consider some elastic sp...
This article is motivated by a problem posed by David A. Singer in 1999 and by the classical Euler e...