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Homeotopy groups of
irreducible 3-manifolds which may
contain two-sided projective planes
John Kalliongis and Darryl John McCullough |
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Vol. 153 (1992), No. 1, 85–117
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Abstract |
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A description is obtained for the homeotopy group (the group of isotopy classes of homeomorphisms) of a compact irreducible sufficiently large 3-manifold (which may contain 2-sided projective planes). It is finitely presented, and modulo finite groups is either free, GL(3, ℤ), or is built up in a certain way by extensions starting from 2-manifold homeotopy groups and finitely generated abelian groups. |
Mathematical Subject Classification 2000
Primary: 57M99
Secondary: 57N10, 57N37
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Milestones
Received: 1 November 1989
Published: 1 March 1992
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Authors |
| John Kalliongis | |
| Darryl John McCullough | |
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