Abstract:In this study, a kind of generalized involute and evolute curve pair is considered in 4 dimensional semi Euclidean space with 2 index. The curvatures and the associated Frenet Frame of this kind of generalized involute-evolute curve pair are presented.
In this study, we examine timelike helices in R2^4 and some integral characterizations of these curves in terms of Frenet frame. In addition, we study timelike B2 slant helices in R2^4 and present the differential equations for vector positions.
In this study, we examine timelike helices in R2^4 and some integral characterizations of these curves in terms of Frenet frame. In addition, we study timelike B2 slant helices in R2^4 and present the differential equations for vector positions.
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