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On osculating framing of real algebraic links
Preprint
04 December 2018
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Abstract
For a real algebraic link in \(RP^3\), we prove that its encomplexed writhe (an invariant introduced by Viro) is maximal for a given degree and genus if and only if its self-linking number with respect to the framing by the osculating planes is maximal for a given degree.
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Most cited references1
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Duality of real projective plane curves: Klein's equation
C.T.C. Wall (1996)
