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Article
Affiliation(s)

Deptartment of Mathematics, Faculty of Science, Aswan University, Egypt

ABSTRACT

In this work, we show a local study of a cyclic surface in R5 produced by equiform motions of a cycloid. We definepartially such surfaces with some conjecture on its curvature. In general, we shall consider the condition that scalar curvature is locally constant. We will conclude cases of scalar curvature of following equations accounts and will put theories to explain the results of research and example.

KEYWORDS

Cycloid surface, equiform motion, scalar curvature.

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