In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants and define Lorentzian inflection curve, Lorentzian circling points curve and Lorentzian cubic of twice stationary curve, which are the loci of points having the same properties during Lorentzian spherical motion of rigid bodies. Also, the intersection points of these curves are called Ball points and Burmester points. We define Lorentzian Ball and Burmester points on Lorentzian sphere
There are striking analogies between plane kinematics and spherical kinematics. For instance the the...
This paper presents the curvature theory of non-null cylindrical surfaces in Minkowski 3-space. The ...
In this study, we discuss the dual Lorentzian spherical motions and calculate the real integral inva...
In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants...
In this work, we first introduced one parameter dual Lorentzian spherical motions in three dimensiona...
Introduction In the last few decades, the study of spherical kinematics has been extensive. Veldkamp...
In this study, we consider the kinematics of the hyperbolic plane and define the notions of inflecti...
The objective of this study is to take advantage of using the concept of complex numbers for instant...
In this paper, defining one-parameter dual Lorentzian motion in three-dimensional dual Lorentzian sp...
In this paper we have introduced one-parameter Lorentzian spherical motion. In addition to that, we ...
In this study, we obtain the basic equations of a point trajectory in Lorentzian spatial motion. We ...
De Sitter space is a non-flat Lorentzian space form with positive constant curvature which plays an ...
Abstract. In this paper, the characterization of the spherical curves in 3-dimensional Lorentzian sp...
In dieser Arbeit wurde gezeigt, daß der geometrische Ort der möglichen Schraubachsen in einer Verbin...
Spirials are differentiable curves that meet all meridians of a rotational surface at a constant ang...
There are striking analogies between plane kinematics and spherical kinematics. For instance the the...
This paper presents the curvature theory of non-null cylindrical surfaces in Minkowski 3-space. The ...
In this study, we discuss the dual Lorentzian spherical motions and calculate the real integral inva...
In this work, we study Lorentzian spherical motion of rigid bodies by using instantaneous invariants...
In this work, we first introduced one parameter dual Lorentzian spherical motions in three dimensiona...
Introduction In the last few decades, the study of spherical kinematics has been extensive. Veldkamp...
In this study, we consider the kinematics of the hyperbolic plane and define the notions of inflecti...
The objective of this study is to take advantage of using the concept of complex numbers for instant...
In this paper, defining one-parameter dual Lorentzian motion in three-dimensional dual Lorentzian sp...
In this paper we have introduced one-parameter Lorentzian spherical motion. In addition to that, we ...
In this study, we obtain the basic equations of a point trajectory in Lorentzian spatial motion. We ...
De Sitter space is a non-flat Lorentzian space form with positive constant curvature which plays an ...
Abstract. In this paper, the characterization of the spherical curves in 3-dimensional Lorentzian sp...
In dieser Arbeit wurde gezeigt, daß der geometrische Ort der möglichen Schraubachsen in einer Verbin...
Spirials are differentiable curves that meet all meridians of a rotational surface at a constant ang...
There are striking analogies between plane kinematics and spherical kinematics. For instance the the...
This paper presents the curvature theory of non-null cylindrical surfaces in Minkowski 3-space. The ...
In this study, we discuss the dual Lorentzian spherical motions and calculate the real integral inva...