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We define the $e^{\alpha}_1e^{\alpha}_3$-isotropic Smarandache curves of type-1 and type-2, the $e^{\alpha}_1e^{\alpha}_2e^{\alpha}_3$-isotropic Smarandache curve, and the $e^{\alpha}_1e^{\alpha}_2e^{\alpha}_4$-isotropic Smarandache curves of type-1 and type-2. Then we examine these kinds of isotropic Smarandache curve according to Cartan frame in the complex 4-space $\mathbb{C}^4$ and give some differential geometric properties of these Samarandache curves.
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참고문헌 (18)
참고문헌 신청
F. Akbulut / 1981 / Vektorel Analiz / Ege University Press
A.T. Ali / 2010 / Special Smarandache curves in the Euclidean space / Int J Math Comb 2:30~36
E. Altinisik / 1997 / Complex curves in $R^4$
N. Bayrak / 2016 / Special Smarandache curves in $R^3_1$ / Commun. Fac. Sci. Univ. Ank. Ser. A1 Math. Stat. 65(2):143~160
C. Boyer / 1968 / A History of Mathematics / Wiley
A.T. Ali / 2010 / Special Smarandache curves in the Euclidean space / Int J Math Comb 2:30~36
E. Altinisik / 1997 / Complex curves in
N. Bayrak / 2016 / Special Smarandache curves in
C. Boyer / 1968 / A History of Mathematics / Wiley
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