Virtual and welded periods of classical knots

Abstract

We show that any virtual or welded period of a classical knot $K$ can be realized as a classical period. A direct consequence is that a classical knot admits only finitely many virtual or welded periods.

Fixed typos and added new figure

References in corpus (1)

• Alexander invariants of periodic virtual knots

Cited by in corpus (2)

• Rigidity of mapping class group actions on $S^1$
• Homological Construction of Quantum Representations of Mapping Class Groups