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    DEVELOPABLE CURVE-SURFACE PAIR AND SPHERICAL REPRESENTATIONS BY BISHOP FRAME
    (Ministry Communications & High Technologies Republic Azerbaijan, 2017) Kaya, Filiz Ertem; Yayli, Yusuf
    We know that Izumiya and Takeuchi define slant helices and conical geodesic curves in Euclidean 3-space. They investigated slant helices and geodesic curves. We define new special curve-surface pairs that we call slant helix curve-surface pairs and conical geodesic curve-surface pairs in Euclidean 3-space. The aim of this study is to analyze the curves by using slant helix in type of curve-surface pairs and making some developable operations on their curve-surface pairs well investigate the spherical helix strips by spherical representations by the help of the Bishop frame.