Journal of Pure and Applied Mathematics: Advances and Applications
Author's: Esen Iyigün
Pages: [81] - [92]
Received Date: February 24, 2016
Submitted by:
DOI: http://dx.doi.org/10.18642/jpamaa_7100121636
In this paper, we study the Darboux vector of a non-null curve in
Minkowski 4-space 
We also give a relation between the
Darboux vector and harmonic curvatures. We find a relation between
ccr-curves and harmonic curvatures of this curve. Further, we obtained
some results for space-like and time-like vectors. We also show that
if the ratios of the curvatures of a non-null curve are constant, then
those of the ccr-curve are also constant.
Darboux vector, Darboux vertex, constant curvature ratios, harmonic curvatures, i-th e-curvature function.
