Curves at a constant distance from the edge of regression and Smarandache curves of these curves in 3-dimensional Galile space
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Abstract (EN)
In this thesis, firstly, basic definitions and theorems related to 3-dimensional Galilean space are given. Then, the definitions and properties of some special curves in Galile space and Euclidean space are specified. Later, relations between the curves at a constant distance from the edge of regression and Bertrand, involute-evolute, Mannheim and Smarandache curves are established. In the last section, by giving examples, the subject is supported with visuals and the results are concretized.
Author
İshak Gürgar
How to Cite
İshak Gürgar (Master Thesis). Curves at a constant distance from the edge of regression and Smarandache curves of these curves in 3-dimensional Galile space, 2020, Bitlis Eren University.
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