On the Gauss Map of Ruled Surfaces of Type II in 3-Dimensional Pseudo-Galilean Space

abstract: In this paper, ruled surfaces of type II in a three-dimensional PseudoGalilean space are given. By studying its Gauss map and Laplacian operator, we obtain a classification of ruled surfaces of type II in a three-dimensional PseudoGalilean space

CLASSIFICATION OF FACTORABLE SURFACES IN THE PSEUDO-GALILEAN SPACE

In this paper, we introduce the factorable surfaces in the pseudo-Galilean space G31 and completely classify such surfaces with null Gaussian and mean curvature. Also, in a special case, we investigate the factorable surfaces which fulfill the condition that the ratio of the Gaussian curvature and the mean curvature is constant in G31