Equivariant Intersection Forms, Knots in S 4 , and Rotations in 2-Spheres
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Publication:3747356
DOI10.2307/2000379zbMath0608.57019OpenAlexW4233935739MaRDI QIDQ3747356
Publication date: 1986
Published in: Transactions of the American Mathematical Society (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.2307/2000379
twisted producthomotopy equivalentasphericalfibred knot\(S^ 1\)-bundles over 3-manifoldsequivariant intersection pairingknot in \(S^ 4\)special isometry
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Aspects of 3-manifold theory in classical and quantum general relativity ⋮ Geometrically fibred two-knots ⋮ Irreducible SL(2, ℂ)-metabelian representations of branched twist spins ⋮ \(PD_{4}\)-complexes with strongly minimal models ⋮ Topological 4-manifolds with right-angled Artin fundamental groups ⋮ \(PD_4\)-complexes and 2-dimensional duality groups ⋮ Homology 4-spheres with distinct k-invariants ⋮ The algebraic characterization of the exteriors of certain 2-knots ⋮ Iterated Spinning and Homology Spheres ⋮ Doubly pointed trisection diagrams and surgery on 2-knots
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