General Mathematics

    

On the Dual Spacelike – Spacelike Involute – Evolute Curve Couple on Dual Lorentzian Space 3 1 id

Authors: Sümeyye GÜR, Süleyman ŞENYURT

In this paper, firstly we have defined the involute curves of the dual spacelike curve 1 M with a dual timelike binormal in dual Lorentzian space 3 1 ID We have seen that the dual involute curve 2 M must be a dual spacelike curve with a dual spacelike or timelike binormal vector. Secondly,the relationship between the Frenet frames of couple the spacelike – spacelike involute – evolute dual curve has been found and finally some new characterizations related to the couple of the dual curve has been given.

Comments: 16 Pages.

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Submission history

[v1] 2014-05-08 00:19:26

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