1. On Some Quasi-Curves in Galilean Three-Space.
- Author
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Elsharkawy, Ayman, Tashkandy, Yusra, Emam, Walid, Cesarano, Clemente, and Elsharkawy, Noha
- Subjects
- *
ANGLES - Abstract
In this paper, the quasi-frame and quasi-formulas are introduced in Galilean three-space. In addition, the quasi-Bertrand and the quasi-Mannheim curves are studied. It is proven that the angle between the tangents of two quasi-Bertrand or quasi-Mannhiem curves is not constant. Furthermore, the quasi-involute is studied. Moreover, we prove that there is no quasi-evolute curve in Galilean three-space. Also, we introduce quasi-Smarandache curves in Galilean three-space. Finally, we demonstrate an illustrated example to present our findings. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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