Position vectors of curves with recpect to darboux frame in the galilean space
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Abstract (EN)
In this study, we investigate the position vector of a curve on the surface in the Galilean 3-space G_3. Firstly, the position vector of a curve with respect to the Darboux frame is determined. Secondly, we obtain the standard representation of the position vector of the curve with respect to Darboux frame in terms of the geodesic, normal curvature and geodesic torsion. Finally, we elaborate on some examples and provide their graphs.
Author
Buket Dirişen
How to Cite
Buket Dirişen (Master Thesis). Position vectors of curves with recpect to darboux frame in the galilean space, 2020, Amasya University.
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