Characterization of proper curves and proper helix on $S_{1}^2(r)$
Author:
Publisher
Hacettepe University
Subject
Geometry and Topology,Statistics and Probability,Algebra and Number Theory,Analysis
Reference15 articles.
1. \bibitem{1} K. Sakamoto,~{\em Helical immersion into a unit sphere},~Math. Ann. ,~ 261 (1982), 63 - 80.\\
2. \bibitem{mb} M. Barros,~{\em General helices and a theorem Lancret},~Proc. Amer. Math. Soc.,~ 125 (1997), 1503 - 1509.\\
3. \bibitem{it} S. Izumiya and N. Takeuchi, {\em New special curves and developable surfaces}, Turk. J. Math., 28 (2004), 153 - 163.\\
4. \bibitem{at} A. T. Ali and L. Rafael,~{\em On slant helices in Minkowski space $E_{1}^3$},~Journal of the Korean Mathematical society, 48 (2011), 159 - 167.\\
5. \bibitem{ai} A. T. Ali, {\em Position vector of slant helix in Euclidean 3- space}, Journal of the Egyptian Mathematical Society, 20 (2012), 1 - 6.\\ \ \bibitem{aa} A. T. Ali and M. Turgut,~{\em The position vector for timelike slant helix in $E_{1}^3$ space}, J. Math. Anal. Appl., ~ 365 (2010), 559 - 569.\\
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