A homotopy fibration theorem in dimension four
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Publication:1262581
DOI10.1016/S0166-8641(89)80004-5zbMath0686.57008MaRDI QIDQ1262581
Publication date: 1989
Published in: Topology and its Applications (Search for Journal in Brave)
fundamental groupinfinite cyclic cover of a 4-dimensional Poincaré duality complex with Euler characteristic 0knots determined by their groupsPoincaré duality with local coefficientsspun fibred classical knot
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Cites Work
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- Seifert fibre spaces and Poincaré duality groups
- On the commutator subgroup of a knot group
- Splitting theorems for certain \(PD^3\)-groups
- Abelian normal subgroups of two-knot groups
- On fibering four-and five-manifolds
- Two-knot groups with torsion free Abelian normal subgroups of rank two
- Dualité dans les revetements galoisiens
- Aspherical four-manifolds and the centres of two-knot groups
- Homological criteria for finiteness
- A splitting theorem for manifolds
- A remark on subgroups of infinite index in Poincaré duality groups
- Algebraic K-theory of generalized free products. II
- The algebraic characterization of the exteriors of certain 2-knots
- Poincaré complexes. I
- Poincaré spaces, their normal fibrations and surgery
- A fibered knot in a homology 3-sphere whose group is nonclassical
- The Embedding of Two-Spheres in the Four-Sphere
- Poincare Duality and Fibrations
- A Note on Spun Knots
- Obstruction Theory in 3-Dimensional Topology: An Extension Theorem
- Surgery on Poincaré and normal spaces
- Knots
