(k,m)-type slant helices for partially null and pseudo null curves in Minkowski space 𝔼14{\rm{\mathbb E}}_1^4

[1]Ali, A.T., Turgut, M. (2010) Some characterizations of slant helices in the Euclidean space En, Hacet. J. Math. Stat., 39(3), pp. 327–336.AliA.T.TurgutM.2010Some characterizations of slant helices in the Euclidean space EnHacet. J. Math. Stat.393327336Search in Google Scholar

[2]Ali, A.T., Lopez, R., Turgut, M (2012), k-type partially null and pseudo null slant helices in Minkowski 4-space. Math. Commun. 17(1), pp. 93–103.AliA.T.LopezR.TurgutM2012k-type partially null and pseudo null slant helices in Minkowski 4-spaceMath. Commun.17193103Search in Google Scholar

[3]Gluck, H., (1996) Higher curvature of curves in Euclidean space, Amer. Math. Monthly, 73, pp. 699–704.GluckH.1996Higher curvature of curves in Euclidean spaceAmer. Math. Monthly7369970410.1080/00029890.1966.11970818Search in Google Scholar

[4]Gök, I Okuyucu, O. Z., Kahraman, T., & Hacisalihoğlu, H. H. (2011) On the quaternionic B 2-slant helices in the Euclidean space E 4. Adv. in App. Cliff. Alg, 21(4), pp.707–719.GökIOkuyucuO. Z.KahramanT.HacisalihoğluH. H.2011On the quaternionic B 2-slant helices in the Euclidean space E 4Adv. in App. Cliff. Alg21470771910.1007/s00006-011-0284-6Search in Google Scholar

[5]Hacisalihoğlu, H. H. (1983) Diferensiyel Geometri, İnöntü Universitesi Fenedebiyat Faktiltes1 Yay1nlar1 (In Turkish)HacisalihoğluH. H.1983Diferensiyel Geometriİnöntü Universitesi Fenedebiyat Faktiltes1 Yay1nlar1 (In Turkish)Search in Google Scholar

[6]Izumiya, S., Takeuchi, N (2004) New Special Curves and Developable Surfaces, Turk J Math 28, pp-153–163.IzumiyaS.TakeuchiN2004New Special Curves and Developable SurfacesTurk J Math28153163Search in Google Scholar

[7]Kula, L. Ekmekci, N. Yayli, Y., Ilarslan, K (2009) Characterizations of slant helices in Euclidean 3-space, Turkish J. Math. 33 pp. 1–13.KulaL.EkmekciN.YayliY.IlarslanK2009Characterizations of slant helices in Euclidean 3-spaceTurkish J. Math.3311310.3906/mat-0809-17Search in Google Scholar

[8]Kula, L., Yayli, Y., (2005) On Slant helix and its spherical indicatrix, App. Math. and Comput., 169, pp. 600–607.KulaL.YayliY.2005On Slant helix and its spherical indicatrixApp. Math. and Comput.16960060710.1016/j.amc.2004.09.078Search in Google Scholar

[9]Millman, R.S., Parker, G.D., (1977) Elements of differential geometry, Prentice-Hall Inc., Englewood Cliffs, N.J. USAMillmanR.S.ParkerG.D.1977Elements of differential geometryPrentice-Hall Inc.Englewood Cliffs, N.J. USASearch in Google Scholar

[10]Onder M, Kazaz M., Kocayigit H Hand Kılıc, O (2008) B2-slant helix in Euclidean 4-space E4, Int. J. Cont. Math. Sci. vol. 3, no.29, pp. 1433–144OnderMKazazM.KocayigitHKılıcO2008B2-slant helix in Euclidean 4-space E4Int. J. Cont. Math. Sci.3291433144Search in Google Scholar

[11]Özdemir, Z, Gök I., Ekmekci F. N. & Yaylı Y. (2015). A New Approach on Type-3 Slant Helix in E 4. Gen. Math. Notes 28(1), 40–49.ÖzdemirZGökI.EkmekciF. N.YaylıY.2015A New Approach on Type-3 Slant Helix in E 4Gen. Math. Notes2814049Search in Google Scholar

[12]Şenol, A. Ziplar, E. Yayli, Y., Gök İ (2013) A new approach on helices in Euclidean n-space. Math. Commun., 18(1), pp. 241–256.ŞenolA.ZiplarE.YayliY.Gökİ2013A new approach on helices in Euclidean n-spaceMath. Commun.181241256Search in Google Scholar

[13]Turgut, M., Yilmaz, S., (2008) Characterizations of some special helices in E⁴, Sci. Magna, 4(1), pp. 51–55,TurgutM.YilmazS.2008Characterizations of some special helices in E⁴Sci. Magna415155Search in Google Scholar

[14]Turgut, M., & Ali, A.T (2010). Some characterizations of special curves in the Euclidean space E4. Acta Univ. Sapientiae Math. 2(1), pp.111–122.TurgutM.AliA.T2010Some characterizations of special curves in the Euclidean space E4Acta Univ. Sapientiae Math.21111122Search in Google Scholar

[15]Yildirim Yilmaz M., Bektas M., (2018) Slant helices of (k,m) type in E⁴, Acta Univ. Sapientiae Math, Vol:10, No:2, 395–401.Yildirim YilmazM.BektasM.2018Slant helices of (k,m) type in E⁴Acta Univ. Sapientiae Math102395401Search in Google Scholar

[16]Camci, Ç., İlarslan, K., & Sucurovix, E. (2003). On pseudohyperbolical curves in Minkowski space-time. Turkish Journal of Mathematics, 27(2), 315–328.CamciÇ.İlarslanK.SucurovixE.2003On pseudohyperbolical curves in Minkowski space-timeTurkish Journal of Mathematics272315328Search in Google Scholar

[17]J. Walrave, Curves and surfaces in Minkowski space, Dissertation, K. U. Leuven, Fac. of Science, Leuven, 1995.WalraveJ.Curves and surfaces in Minkowski spaceDissertation, K. U. Leuven, Fac. of Science,Leuven1995Search in Google Scholar

[18]Yilmaz, Y. M., Ktilahci, M., & Öğrenmiş, A.O. (2012). A slant helix characterization in Riemann-Otsuki space. Mathematica Moravica, 16(2), 99–106.YilmazY. M.KtilahciM.ÖğrenmişA.O.2012A slant helix characterization in Riemann-Otsuki spaceMathematica Moravica1629910610.5937/MatMor1202099YSearch in Google Scholar