Abstract
A differential equation characterizing the dual Lorentzian spherical curves and an explicit solution of this differential equation are given. Also, without the precondition on the dual torsion is nowhere pure-dual, a necessary and sufficient condition for a curve to be dual Lorentzian spherical is presented. In addition, thanks to dual geodesic trihedron, torsion and curvature of dual Lorentzian curve $\overset{\rightarrow}{\hat{x}(s)}$ have been calculated.
Citation
Nihat Ayylldlz. A. Ceylan Çöken. Ahmet Yücesan. "A CHARACTERIZATION OF DUAL LORENTZIAN SPHERICAL CURVES IN THE DUAL LORENTZIAN SPACE." Taiwanese J. Math. 11 (4) 999 - 1018, 2007. https://doi.org/10.11650/twjm/1500404798
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