Abstract (EN)
This thesis consists of four chapters. In the first chapter 'Introduction' part has been presented. In the second chapter, definitions and theorems which are necessary for 3-dimensional Minkowski space are given.In the third chapter basic definitions and theorems of involute curves of the timelike curve are given. In the fourth chapter Frenet vectors, curvature and torsion of non-null Smarandache curves are calculated according to the timelike evolute curve, when the Frenet vectors and unit Darboux vector of involute curve are taken as the position vectors. Finally, illustrative examples related to there curves are given.
Author
Dr. Damla Zeybek
How to Cite
Damla Zeybek (Master Thesis). On Smarandache curves, 2019, Afyon Kocatepe University.
Keywords
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