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• Barros M., General helices and a theorem of Lancert. Proc AMS 1997;125:1503–9.
• Camcı Ç, Ilarslan, K., Kula L, Hacısaliho¼glu H.H. Harmonic curvatures and generalized helices in En. Chaos, Solitons & Fractals 2007. doi:10.1016/j.chaos.2007.11.001.
• Gluk, H.,Higher curvatures of curves in Euclidean space, Amer. Math. Month. 73 (1966), 704.
• Gök ·I, CamcıÇ and Hacısaliho¼glu H.H, Vn-Slant helices in Euclidean n-space En, submitted to publish. Hacisalihoglu, H.H. Diferensiyel Geometri. Ankara University Faculty of Science Press, 1993
• Hayden HA. On a general helix in a Riemannian n-space. Proc London Math Soc (2) ;32:37–45. ·Ilarslan, K. Some special curves on non-Euclidean manifolds, Ph.D. Thesis, Ankara Univer- sity, Graduate School of Natural and Applied Sciences, 2002.
• Izumuya S., and Takeuchi, N., New special curves and developable surfaces, Turk. J. Math. Vol. 28, (2004), 153-163.
• Kuhnel W. Diğerential Geometry: Curves-Surfaces-Manifolds. Wiesbaden: Braunchweig; Kula L., and Yaylı, Y., On slant helix and its spherical indicatrix, Appl. Math. and Comp. Vol. 169 (2005), 600-607.
• Monterde J. Curves with constant curvature ratios. Available from: arXiv:math.DG/0412323 vol. 16. December 20
• Önder, M., Kazaz M., Kocayi¼git, H., and Kılıç, O., B2slant helix in Euclidean 4-space E4;Int. J. Cont. Math. Sci. vol. 3, no.29 (2008), 1433-1440.
• Özdamar, E., and Hacısaliho¼glu H.H, A characterization of inclined curves in Euclidean n- space, Communication de la faculte des sciences de l’ Universite d’ Ankara, series A1, 24A1 (1975),15-22.
• Romero-Fuster MC, Sanabria-Codesal E. Generalized helices, twistings and *attenings of curves in n-space. 10th School on Diğerential Geometry (Portuguese) (Belo Horizonte, 1998). Math Contemp 1999;17:267–80.
• Song H.H. On proper helix in pseudo-Riemannian submanifolds, J.Geom. 91(2008), 150-168.
• Struik DJ. Lectures on Classical Diğerential Geometry. New York: Dover; 1988 Tamura, M., Surfaces which contain helical geodesics in the sphere.
• Mem.Fac.Sci.Eng.Shimane Unıv.Series B: Mathematical Science 37 (2004) ;59-65
• Uribe-Vargas Ricardo. On singularities, “perestroikas” and diğerential geometry of space curves. Enseign Math (2) 2004; 50(1-2): 69-101
• Current address : ·Ismail Gök, H. Hilmi Hacısaliho¼glu: Department of Mathematics, Faculty of Science, University of Ankara, Tando¼gan, Ankara, TURKEY Çetin camcı: Department of Mathematics, Faculty of Sciences and Arts, University of Çanakkale Onsekizmart, Çanakkale, TURKEY E-mail address : igok@science.ankara.edu.tr,ccamci@comu.edu.tr hacisali@science.ankara.edu.tr