O objetivo deste trabalho é estudar superfcies no espaço pseudo-euclidianoR^4_2 . Basicamente, consideramos vários tipos de superfcies nesse espaço e assim se obter alguns resultados clássicos da Geometria Diferencial. Para superfcies que são certos tipos de gráficos nesse espaço se faz um estudo para os problemas de Bernstein e Björling.The aim of this work is to study surfaces in pseudo-euclidean space R^4_2 . Basically, we consider several types of surfaces in this space and thus obtain some classical results in Differential Geometry. For surfaces that are certain types of graphs in this space is made a study for the Bernsteins problem and the Björlings problem
Selected papers of International Conference on Life and Engineering Sciences (ICOLES 2018), Kyrenia,...
Oosculating sphere have been studied in classical differential geometry [1]. In this article the osc...
We develop a surface theory in pseudohermitian geometry. We define a notion of (p-)mean curvature an...
In the present study we consider generalized rotation surfaces imbedded in an Euclidean space of fou...
We construct a class of rotation surfaces with constant mean curvature in 4-dimensional Pseudo-Eucli...
In this article, $ W $-surface in a 4-dimensional pseudo-Euclidean space $ E_t^4 $ ($ t = 1,2 $) is ...
O objetivo central deste trabalho é estudar a geometria extrínseca de superfícies em R4. Um dos aspe...
Abstract. Parallel submanifolds in pseudo-Euclidean spaces are characterized locally by the system ∇...
This paper deals with the surfaces of constant mean curvature in the Euclidean space. The first par...
The present paper mainly deals with construction and investigation further properties of semi-parall...
This work aims to present the concept of surfaces in Euclidean space and to present examples, starti...
We study foliations of space forms by complete hypersurfaces, under some mild conditions on its high...
We divide this work into two chapters. In Chapter 1, we give the preliminaries about surfaces in R3 ...
Um dos problemas interessantes na área de Geometria Diferencial de subvariedades é a análise, caract...
Using the Legnedrian duarities between surfaces in pseudo-spheres in Lorentz-Minkowski 4-space, we s...
Selected papers of International Conference on Life and Engineering Sciences (ICOLES 2018), Kyrenia,...
Oosculating sphere have been studied in classical differential geometry [1]. In this article the osc...
We develop a surface theory in pseudohermitian geometry. We define a notion of (p-)mean curvature an...
In the present study we consider generalized rotation surfaces imbedded in an Euclidean space of fou...
We construct a class of rotation surfaces with constant mean curvature in 4-dimensional Pseudo-Eucli...
In this article, $ W $-surface in a 4-dimensional pseudo-Euclidean space $ E_t^4 $ ($ t = 1,2 $) is ...
O objetivo central deste trabalho é estudar a geometria extrínseca de superfícies em R4. Um dos aspe...
Abstract. Parallel submanifolds in pseudo-Euclidean spaces are characterized locally by the system ∇...
This paper deals with the surfaces of constant mean curvature in the Euclidean space. The first par...
The present paper mainly deals with construction and investigation further properties of semi-parall...
This work aims to present the concept of surfaces in Euclidean space and to present examples, starti...
We study foliations of space forms by complete hypersurfaces, under some mild conditions on its high...
We divide this work into two chapters. In Chapter 1, we give the preliminaries about surfaces in R3 ...
Um dos problemas interessantes na área de Geometria Diferencial de subvariedades é a análise, caract...
Using the Legnedrian duarities between surfaces in pseudo-spheres in Lorentz-Minkowski 4-space, we s...
Selected papers of International Conference on Life and Engineering Sciences (ICOLES 2018), Kyrenia,...
Oosculating sphere have been studied in classical differential geometry [1]. In this article the osc...
We develop a surface theory in pseudohermitian geometry. We define a notion of (p-)mean curvature an...