Khovanov homology and star-like isotopies

Mathematics – Geometric Topology

Scientific paper

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to appear in Topology and its Applications, 20 pages

Scientific paper

A star-like isotopy for oriented links in 3-space is an isotopy which uses only Reidemeister II moves with opposite orientations and Reidemeister III moves with alternating orientations when checking the strands clockwise (or anticlockwise). We define a link polynomial derived from the Jones polynomial which is, in general, only invariant under star-like isotopies and we categorify it.

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