Constant curvature translation surfaces in Galilean 3-space

Published 2 Feb 2017 in math.DG | (1702.00658v1)

Abstract: Total five different types of translation surfaces, based upon planarity of translating curves and the absolute figure, arise in a Galilean 3-space. Excepting the type in which both of translating curves are non-planar we obtain these surfaces with arbitrary constant Gaussian and mean curvature.

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