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- W1670143230 abstract "In this paper, we define Mannheim partner curves in a three dimensional Lie group G with a bi-invariant metric. And then the main result in this paper is given as (Theorem 3.3): A curve {alpha} with the Frenet apparatus {T,N,B,{kappa},{tau}} in G is a Mannheim partner curve if and only if {lambda}{kappa}(1+H2)=1, where {lambda} is constant and H is the harmonic curvature function of the curve {alpha}." @default.
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- W1670143230 date "2012-11-26" @default.
- W1670143230 modified "2023-10-18" @default.
- W1670143230 title "On Mannheim Partner Curves in three Dimensional Lie Groups" @default.
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