Ying-Qing Wu

most citedThe classification of Toroidal Dehn surgeries on Montesinos knots

7 citations · 7 across the 5 of their papers we have counts for

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math.GT2006

Exceptional Dehn surgery on large arborescent knots

Ying-Qing Wu

A Dehn surgery on a knot $K$ in $S^{3}$ is exceptional if it produces a reducible, toroidal or Seifert fibred manifold. It is known that a large arborescent knot admits no such surge…

math.GT2006

The Classification of Dehn fillings on the outer torus of a 1-bridge braid exterior which produce solid tori

Ying-Qing Wu

Let $K = K (w, b, t)$ be a 1-bridge braid in a solid torus $V$ , and let $γ$ be a $(p, q)$ curve on the torus $T = \partial V$ of the exterior $M_{K}$ of $K$ . It will be shown that Dehn fi…

math.GT2006

Inscribing smooth knots with regular polygons

Ying-Qing Wu

A regular $n$ -gon inscribing a knot is a sequence of $n$ points on a knot, such that the distances between adjacent points are all the same. It is shown that any smooth knot is ins…

math.GT2006

Thin position and essential planar surfaces

Ying-Qing Wu

Abby Thompson proved that if a link $K$ is in thin position but not in bridge position then the knot complement contains an essential meridional planar surface, and she asked wheth…

math.GT2006★ 7 cited

The classification of Toroidal Dehn surgeries on Montesinos knots

Ying-Qing Wu

Exceptional Dehn surgeries have been classified for 2-bridge knots and Montesinos knots of length at least 4. In this paper we classify all toroidal Dehn surgeries on Montesinos kn…