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Regular projections of the link $L 6 n 1$ $L 6 n 1$
- Andrea Alba,
- Santino Ramírez, and
- Gelasio Salazar
Journal of Knot Theory and Its Ramifications01 Jan 2023
Preview Abstract
Given a link projection $P$ $P$ and a link $L$ $L$ , it is natural to ask whether it is possible that $P$ $P$ is a projection of $L$ $L$ . Taniyama answered this question for the cases in which $L$ $L$ is a prime knot or link with crossing number at most five. Recently, Takimura settled the issue for the knot $6_{2}$ $6_{2}$ . We answer this question for the case in which $L$ $L$ is the link $L 6 n 1$ $L 6 n 1$ .