The purpose of this paper is to show that a classical approach of the definition of curvature associated to a regular point of a surface, leads to give in a natural way a new fundamental form, the so called the third form
Abstract. The main goal of this paper, some characteristic properties of a ruled surface in E3 are g...
n the study of geometry, mathematicians are interested in how certain geometrical objects curve or o...
This is an announcement of the forthcoming paper "Capturing curvatures of surfaces by contours" by t...
Curvature is fundamental to the study of differential geometry. It describes different geometrical a...
The Third Fundamental Form of Surface which consider simple form is a differential geometry through ...
Abstract. The critical points of the area functional of the second fundamental form of Riemannian su...
We study geodesics on surfaces in the setting of classical differential geometry. We define the curv...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
This book presents the classical theory of curves in the plane and three-dimensional space, and the ...
Abstract. In 3-dimensional Euclidean space, the geometric fig-ures of a regular curve are completely...
Abstract. The classical invariant theory from the 19th century is used to deter-mine a complete syst...
There are two sets of contrasting perspectives in di erential geometry: local vs. global and intrins...
summary:The paper presents the deduction of the equations of surfaces between the principal curvatur...
Abstract. The main goal of this paper, some characteristic properties of a ruled surface in E3 are g...
n the study of geometry, mathematicians are interested in how certain geometrical objects curve or o...
This is an announcement of the forthcoming paper "Capturing curvatures of surfaces by contours" by t...
Curvature is fundamental to the study of differential geometry. It describes different geometrical a...
The Third Fundamental Form of Surface which consider simple form is a differential geometry through ...
Abstract. The critical points of the area functional of the second fundamental form of Riemannian su...
We study geodesics on surfaces in the setting of classical differential geometry. We define the curv...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
A global statement about a compact surface with constant Gaussian curvature is derived by elementary...
This book presents the classical theory of curves in the plane and three-dimensional space, and the ...
Abstract. In 3-dimensional Euclidean space, the geometric fig-ures of a regular curve are completely...
Abstract. The classical invariant theory from the 19th century is used to deter-mine a complete syst...
There are two sets of contrasting perspectives in di erential geometry: local vs. global and intrins...
summary:The paper presents the deduction of the equations of surfaces between the principal curvatur...
Abstract. The main goal of this paper, some characteristic properties of a ruled surface in E3 are g...
n the study of geometry, mathematicians are interested in how certain geometrical objects curve or o...
This is an announcement of the forthcoming paper "Capturing curvatures of surfaces by contours" by t...