References
- A.T. Ali, Position vector of general helices in Euclidean 3-space, Bull. Math. Anal. Appl., 3(2) (2011), 198-205.
- A.T. Ali, Position vector of slant helices in Euclidean 3-space, J. Egyp. Math. Soc., 20(1) (2012), 1-6. https://doi.org/10.1016/j.joems.2011.12.005
- F. Dogan and Y. Yayl, On isophote curves and their characterizations, Turkish J. Math., 39 (2015), 650-664. https://doi.org/10.3906/mat-1410-4
- A. Elhaimi, M. Izid and A. Ouazzani Chahdi, Parametric Equations for space curves whose spherical images are slant helices, J. Math. Research, Canadian Center of Science and Education, 11(5) (2019), 82-88.
- S. Izumiya and N. Takeuchi, New special curves and developable surfaces, Turkish J. Math., 28 (2004), 153-163,.
- M.A. Lancret, Memoire sur les courbes a double courbure, Memoires presentes a l'Institut, (1806), 416-454.
- N. Macit and M. Duldul, Relatively normal-slant helices lying on a surface and their characterizations, Hacettepe J. Math. Statis., 46(7) (2017), 397-408.
- B. O'Neill, Elementary differential geometry, Academic Press, 1996.
- B. Ozcan and S. Yuce, Special smarandache curves according to Darboux frame In E3, arXiv:1203.4830 [math.GM] (or arXiv:1203.4830v1 [math.GM] for this version (2012), 15 pages.
- D.J. Struik, Lectures in Classical Differential Geometry, Addison-Wesley, Reading, Ma, 1961.