Triangulations of Seifert Fibred Manifolds

Mathematics – Geometric Topology

Scientific paper

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27 pages, 4 figures

Scientific paper

It is not completely unreasonable to expect that a computable function
bounding the number of Pachner moves needed to change any triangulation of a
given 3-manifold into any other triangulation of the same 3-manifold exists. In
this paper we describe a procedure yielding an explicit formula for such a
function if the 3-manifold in question is a Seifert fibred space.

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