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Almost alternating knots with 12 crossings and Turaev genus

Published 19 Apr 2014 in math.GT | (1404.4967v1)

Abstract: Among non-alternating knots with $n\le 12$ crossings given in \cite{1} Turaev genus is not known for 191 knot. For 154 of them we show that they are almost alternating, so their Turaev genus is 1.

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