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Geodesics on rotational surfaces in pseudo-Galilean space. (English) Zbl 1387.53025

Summary: In this paper, we study rotational surfaces in the pseudo-Galilean three-space \(\mathbb{G}^1_3\) with pseudo-Euclidean rotations and isotropic rotations. In particular, we investigate properties of geodesics on rotational surfaces in \(\mathbb{G}^1_3\) and give some examples.

MSC:

53A35 Non-Euclidean differential geometry
53B30 Local differential geometry of Lorentz metrics, indefinite metrics
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