Highly Influenced

- Published 2005

Let G be a graph (1-dimensional CW complex) in a compact 3manifold M . Following [1], we will apply to the pair (M, G) certain simplification moves as long as possible. What we get is a root of (M, G). Our main result is that for any pair (M, G) the root exists and is unique. Similar results hold for graphs with colored edges and for 3-orbifolds, which can… (More)

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