6 citations · 8 across the 3 of their papers we have counts for
3 papers
math.GT2006
The universal cover of 3-manifolds built from injective handlebodies is
James Coffey
This paper gives a proof that the universal cover of a closed 3-manifold built from three -injective handlebodies is homeomorphic to . This construction is an ext…
math.GT2006★ 2 cited
The word problem for 3-manifolds built from injective handlebodies
J. Coffey
This paper gives a proof that the fundamental group of a class of closed orientable 3-manifolds constructed from three injective handlebodies has a solvable word problem. This is d…
math.GT2006★ 6 cited
3-manifolds built from injective handlebodies
J. Coffey, H. Rubinstein
This paper looks at a class of closed orientable 3-manifolds constructed from a gluing of three handlebodies, such that the inclusion of each handlebody is -injective. This co…