Markov's theorem in 3--manifolds

Mathematics – Geometric Topology

Scientific paper

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29 pages, 41 figures, LaTex document

Scientific paper

In this paper we first give a one-move version of Markov's braid theorem for knot isotopy in $S^3$ that sharpens the classical theorem. Then a relative version of Markov's theorem concerning a fixed braided portion in the knot. We also prove an analogue of Markov's theorem for knot isotopy in knot complements. Finally we extend this last result to prove a Markov theorem for links in an arbitrary orientable 3--manifold.

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