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Tangent and Trinormal Spherical Images of a time-like Curve on the Pseudohyperbolic Space H(superscript 3 subscript 0)

並列摘要


In this work tangent and trinormal spherical images of a time-like curve lying on the pseudohyperbolic space H(superscript 3 subscript 0) in Minkowski space-time are investigated. We observe that the mentioned spherical images are space-like curves. Besides, we determine relations between Frenet-Serret invariants of spherical images and the base curve. Additionally, some characterizations of spherical images to be general helices if the base curve is a ccr-curve are presented.

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