Knots with unique minimal genus Seifert surface and depth of knots

Mathematics – Geometric Topology

Scientific paper

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19 pages, 17 figures. Minor revisions to the original submission

Scientific paper

We describe a procedure for creating infinite families of hyperbolic knots
having unique minimal genus Seifert surface. A large subset of these knots have
the further property that the surface cannot be the sole compact leaf of a
depth one foliation of the knot exterior.

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