We define two kinds of duals of a curve in Hyperbolic space and investigate the singularities and the relationship from the view point of Legendrian dualities
For Γ a cocompact or cofinite Fuchsian group, we study the hyperbolic lattice point problem in conju...
A framed curve in the Euclidean space is a curve with a moving frame. It is a generalization not onl...
AbstractLet X be a simply connected and hyperbolic subregion of the complex plane C. A proper subreg...
We give some characterizations of the rectifying curves in the dual space and show that rectifying d...
Let M be the three dimensional complete simply connected manifold of constant sectional curvature 0,...
The Lorentzian space form with the positive curvature is called de Sitter space which is an importa...
We study the equation for improper (parabolic) affine spheres from the view point of contact geometr...
We show that the Poincar\'e series counting orthogeodesics of a negatively curved surface with total...
In this paper, we investigate special Smarandache curves in terms of Sabban frame of spherical indic...
We introduce special Smarandache curves based on Sabban frame on 2 1 and we investigate geodesic cur...
In this paper, we provide the exact expressions (not found in the liter- ature) for the curved surfa...
In this paper, we introduce the spherical indicatrices of involutes of a given timelike curve. Then ...
In this work, we dene the hypersurfaces of the spherical type degenerated (in short DST-hypersurface...
In the present paper, Smarandache curves for some special curves in the threedimensional Galilean sp...
We define the notions of lightcone Gauss images of spacelike hypersurfaces in de Sitter space. We i...
For Γ a cocompact or cofinite Fuchsian group, we study the hyperbolic lattice point problem in conju...
A framed curve in the Euclidean space is a curve with a moving frame. It is a generalization not onl...
AbstractLet X be a simply connected and hyperbolic subregion of the complex plane C. A proper subreg...
We give some characterizations of the rectifying curves in the dual space and show that rectifying d...
Let M be the three dimensional complete simply connected manifold of constant sectional curvature 0,...
The Lorentzian space form with the positive curvature is called de Sitter space which is an importa...
We study the equation for improper (parabolic) affine spheres from the view point of contact geometr...
We show that the Poincar\'e series counting orthogeodesics of a negatively curved surface with total...
In this paper, we investigate special Smarandache curves in terms of Sabban frame of spherical indic...
We introduce special Smarandache curves based on Sabban frame on 2 1 and we investigate geodesic cur...
In this paper, we provide the exact expressions (not found in the liter- ature) for the curved surfa...
In this paper, we introduce the spherical indicatrices of involutes of a given timelike curve. Then ...
In this work, we dene the hypersurfaces of the spherical type degenerated (in short DST-hypersurface...
In the present paper, Smarandache curves for some special curves in the threedimensional Galilean sp...
We define the notions of lightcone Gauss images of spacelike hypersurfaces in de Sitter space. We i...
For Γ a cocompact or cofinite Fuchsian group, we study the hyperbolic lattice point problem in conju...
A framed curve in the Euclidean space is a curve with a moving frame. It is a generalization not onl...
AbstractLet X be a simply connected and hyperbolic subregion of the complex plane C. A proper subreg...
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