In this paper, we obtained some characterizations of spacelike curves according to Bishop frame in Minkowski 3-space E_1^3 by using Laplacian operator and Levi-Civita connection. Furthermore we gave the general differential equations which characterize the spacelike curves according to the Bishop Darboux vector and the normal Bishop Darboux vector.
Kocayigit, H., Bukcu, B., & Pektas, İ. (2016). Characterizations of Spacelike Curves according to Bishop Darboux Vector in Minkowski 3-Space E₁³. Communication in Mathematical Modeling and Applications, 1(2), 1-7.
AMA
Kocayigit H, Bukcu B, Pektas İ. Characterizations of Spacelike Curves according to Bishop Darboux Vector in Minkowski 3-Space E₁³. CMMA. Haziran 2016;1(2):1-7.
Chicago
Kocayigit, Huseyin, Bahattin Bukcu, ve İlker Pektas. “Characterizations of Spacelike Curves According to Bishop Darboux Vector in Minkowski 3-Space E₁³”. Communication in Mathematical Modeling and Applications 1, sy. 2 (Haziran 2016): 1-7.
EndNote
Kocayigit H, Bukcu B, Pektas İ (01 Haziran 2016) Characterizations of Spacelike Curves according to Bishop Darboux Vector in Minkowski 3-Space E₁³. Communication in Mathematical Modeling and Applications 1 2 1–7.
IEEE
H. Kocayigit, B. Bukcu, ve İ. Pektas, “Characterizations of Spacelike Curves according to Bishop Darboux Vector in Minkowski 3-Space E₁³”, CMMA, c. 1, sy. 2, ss. 1–7, 2016.
ISNAD
Kocayigit, Huseyin vd. “Characterizations of Spacelike Curves According to Bishop Darboux Vector in Minkowski 3-Space E₁³”. Communication in Mathematical Modeling and Applications 1/2 (Haziran 2016), 1-7.
JAMA
Kocayigit H, Bukcu B, Pektas İ. Characterizations of Spacelike Curves according to Bishop Darboux Vector in Minkowski 3-Space E₁³. CMMA. 2016;1:1–7.
MLA
Kocayigit, Huseyin vd. “Characterizations of Spacelike Curves According to Bishop Darboux Vector in Minkowski 3-Space E₁³”. Communication in Mathematical Modeling and Applications, c. 1, sy. 2, 2016, ss. 1-7.
Vancouver
Kocayigit H, Bukcu B, Pektas İ. Characterizations of Spacelike Curves according to Bishop Darboux Vector in Minkowski 3-Space E₁³. CMMA. 2016;1(2):1-7.