In this paper, we classify conformal surfaces of revolution in hyperbolic3-space $\mathbb{H}^{3}(-c^{2})$ satisfying an equation in terms of the position vector field and the Laplace operators with respect to the first,the second and the third fundamental forms of the surface
The present dissertation deals with the study of minimal and constant mean curvature surfaces in 3-d...
We show that the Hopf differentials of a pair of isometric cousin surfaces, a minimal surface in euc...
Recently we discovered a new geometry on submanifolds in hyperbolic n-space which is called horosphe...
Abstract. We research in this study conformal surfaces of revolution in hyperbolic 3-spaceH3(??c2). ...
In this paper, we consider the conformal type (parabolicity or non-parabolicity) of complete ends of...
By studying the Gauss map G and Laplace operator Δh of the second fundamental form h, we will classi...
In this article, we study the following problem of [5]: Classify all finite type surfaces in a Eucli...
This dissertation consists of three parts. The first part is an assortment of results about the geom...
In this article, we define and study three types of surfaces of revolution in Galilean 3-space. The ...
In the present paper, we study surfaces of revolution in the three dimensional pseudo-Galilean space...
In this paper, we develop some new tools and theory that are useful in describing the geometry of ...
We study area-stationary surfaces in the space $\mathbf{L}(\mathbf{H}^3)$ of oriented geodesics of h...
Recently we discovered a new geometry on submanifolds in hyperbolic $n$-space which is calle...
In this thesis situated in the area of differential geometry, surfaces and hypersurfaces are studied...
We first present an alternative derivation of a local Weierstrass representation for flat surfaces i...
The present dissertation deals with the study of minimal and constant mean curvature surfaces in 3-d...
We show that the Hopf differentials of a pair of isometric cousin surfaces, a minimal surface in euc...
Recently we discovered a new geometry on submanifolds in hyperbolic n-space which is called horosphe...
Abstract. We research in this study conformal surfaces of revolution in hyperbolic 3-spaceH3(??c2). ...
In this paper, we consider the conformal type (parabolicity or non-parabolicity) of complete ends of...
By studying the Gauss map G and Laplace operator Δh of the second fundamental form h, we will classi...
In this article, we study the following problem of [5]: Classify all finite type surfaces in a Eucli...
This dissertation consists of three parts. The first part is an assortment of results about the geom...
In this article, we define and study three types of surfaces of revolution in Galilean 3-space. The ...
In the present paper, we study surfaces of revolution in the three dimensional pseudo-Galilean space...
In this paper, we develop some new tools and theory that are useful in describing the geometry of ...
We study area-stationary surfaces in the space $\mathbf{L}(\mathbf{H}^3)$ of oriented geodesics of h...
Recently we discovered a new geometry on submanifolds in hyperbolic $n$-space which is calle...
In this thesis situated in the area of differential geometry, surfaces and hypersurfaces are studied...
We first present an alternative derivation of a local Weierstrass representation for flat surfaces i...
The present dissertation deals with the study of minimal and constant mean curvature surfaces in 3-d...
We show that the Hopf differentials of a pair of isometric cousin surfaces, a minimal surface in euc...
Recently we discovered a new geometry on submanifolds in hyperbolic n-space which is called horosphe...
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