T. Ikawa obtained an ordinary differential equation for the circular helix. Recently, the helix have been investigated by many differential geometers such as T. Ikawa, H. Balgetir, M. Bektas, M. Ergut, N. Ekmekci and H. H. Hacısalihoglu. In this paper, making use of this author’s methods, we obtained characterizations of helix for a curve with respect to the Frenet frame in 3-dimensional Galilean space G3.
OGRENMIS, A. O., ERGUT, E., & BEKTAS, M. (2007). ON THE HELICES IN THE GALILEAN SPACE G3. Iranian Journal of Science, 31(2), 177-181. doi: 10.22099/ijsts.2007.2327
MLA
A. O. OGRENMIS; E. ERGUT; M. BEKTAS. "ON THE HELICES IN THE GALILEAN SPACE G3". Iranian Journal of Science, 31, 2, 2007, 177-181. doi: 10.22099/ijsts.2007.2327
HARVARD
OGRENMIS, A. O., ERGUT, E., BEKTAS, M. (2007). 'ON THE HELICES IN THE GALILEAN SPACE G3', Iranian Journal of Science, 31(2), pp. 177-181. doi: 10.22099/ijsts.2007.2327
VANCOUVER
OGRENMIS, A. O., ERGUT, E., BEKTAS, M. ON THE HELICES IN THE GALILEAN SPACE G3. Iranian Journal of Science, 2007; 31(2): 177-181. doi: 10.22099/ijsts.2007.2327
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