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A Variational Analysis of the Generalized Offset Curves for Pseudo Null Curves

Year: 2025
Type: article
Abstract: In this study, the generalized offset curve of the pseudo-null curve is defined in terms of the vector elements of the original curve by using Serret Frenet and Bishop frames. The generalized curves are analyzed with a more precise approximation by using the ϵ-neighborhood approach. This method allows for the examination of variations in arc length and curvatures between the generalized offset curves and the original pseudo-null curves, using the Serret Frenet and Bishop parameters. In conclusion, illustrative examples are presented.
Authors: ALİ ÇALIŞKAN, YASİN ÜNLÜTÜRK, SELCAN KOCABAŞ
Language: English
Open Access status: hybrid
OpenAlex ID: W4415807936
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Cites: 16
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