In this paper, we classify translation surfaces in the three-dimensional simply isotropic space 31 under the condition ix i = ixi where is the Laplace operator with respect to the first and second fundamental forms and is a real number. We also give explicit forms of these surfaces. © 2016 World Scientific Publishing Company
Abstract. In this paper we study the second fundamental form of transla-tion surfaces in the 3-dimen...
In this study, we define the dual surfaces by z = f(u) + g(v) and also classify these surfaces in I(...
In this paper, the translation surfaces in 3-dimensional Euclidean space generated by two space curv...
WOS: 000382164300003In this paper, we classify translation surfaces in the three-dimensional simply ...
In this paper, we classify translation surfaces of Type 2 in the three dimensional simply isotropic ...
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WOS: 000428072800005In this paper, we study the dual translation surfaces in three dimensional simpl...
In this paper, we study the dual translation surfaces in three dimensional simply isotropic space. W...
In this paper, we describe (linear) Weingarten affine translation surfaces of first kind in the isot...
In this paper, we classify translation surfaces in the three dimensional Galilean space G3 satisfyin...
WOS: 000408749400011In this paper, we classify translation surfaces in the three dimensional Galilea...
In this paper, we classify helicoidal surfaces in the three dimensional simply isotropic space ?31 s...
WOS: 000410490400001In this paper, we classify helicoidal surfaces in the three dimensional simply i...
WOS: 000456011700017In [M. K. Karacan, D. W. Yoon and B. Bukcu, Translation surfaces in the three-di...
In this paper, we derive a classification of translation surfaces in the 3-dimensional Euclidean and...
Abstract. In this paper we study the second fundamental form of transla-tion surfaces in the 3-dimen...
In this study, we define the dual surfaces by z = f(u) + g(v) and also classify these surfaces in I(...
In this paper, the translation surfaces in 3-dimensional Euclidean space generated by two space curv...
WOS: 000382164300003In this paper, we classify translation surfaces in the three-dimensional simply ...
In this paper, we classify translation surfaces of Type 2 in the three dimensional simply isotropic ...
In this paper, we classify translation surfaces of Type1 in the three dimensional semi- isotropic sp...
WOS: 000428072800005In this paper, we study the dual translation surfaces in three dimensional simpl...
In this paper, we study the dual translation surfaces in three dimensional simply isotropic space. W...
In this paper, we describe (linear) Weingarten affine translation surfaces of first kind in the isot...
In this paper, we classify translation surfaces in the three dimensional Galilean space G3 satisfyin...
WOS: 000408749400011In this paper, we classify translation surfaces in the three dimensional Galilea...
In this paper, we classify helicoidal surfaces in the three dimensional simply isotropic space ?31 s...
WOS: 000410490400001In this paper, we classify helicoidal surfaces in the three dimensional simply i...
WOS: 000456011700017In [M. K. Karacan, D. W. Yoon and B. Bukcu, Translation surfaces in the three-di...
In this paper, we derive a classification of translation surfaces in the 3-dimensional Euclidean and...
Abstract. In this paper we study the second fundamental form of transla-tion surfaces in the 3-dimen...
In this study, we define the dual surfaces by z = f(u) + g(v) and also classify these surfaces in I(...
In this paper, the translation surfaces in 3-dimensional Euclidean space generated by two space curv...