On the Topological Structure of Even-Dimensional Complete Intersections
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Publication:3930337
DOI10.2307/1998676zbMath0475.57013OpenAlexW4249878348MaRDI QIDQ3930337
John W. Wood, Anatoly S. Libgober
Publication date: 1981
Full work available at URL: https://doi.org/10.2307/1998676
connected sum decompositionMilnor manifoldeven-dimensional complete intersectionspasting mapplumbing according to a graph with cycles
Complete intersections (14M10) Surgery and handlebodies (57R65) Complex manifolds (32Q99) Algebraic topology of manifolds (57N65)
Related Items (9)
Topological classification of 4-dimensional complete intersections ⋮ Complete intersections with \(S^{1}\)-action ⋮ Vanishing homology of projective hypersurfaces with 1-dimensional singularities ⋮ Topology of nonsingular complex hypersurfaces ⋮ Hamiltonian circle actions on complete intersections ⋮ Homeomorphism classification of complex projective complete intersections of dimensions 5, 6 and 7 ⋮ Homotopy type of smooth weighted complete intersections ⋮ Unnamed Item ⋮ The primitive cohomology lattice of a complete intersection
Cites Work
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- Differentiable links
- On the orthogonal groups of unimodular quadratic forms
- On the topology of some even-dimensional algebraic hypersurfaces
- Topology of nonsingular complex hypersurfaces
- Removing handles from nonsingular algebraic hypersurfaces in \(CP_{n+1}\)
- The Kervaire invariant of hypersurfaces in complex projective spaces
- Complete intersections as branched covers and the Kervaire invariant
- Complex surfaces and connected sums of complex projective planes
- Differentiable imbeddings
- Some Properties of the Signature of Complete Intersections
- Diffeomorphic complete intersections with different multidegrees
- A Geometrical Procedure for Killing the Middle Dimensional Homology Groups of Algebraic Hypersurfaces
- On the topological structure of simply-connected algebraic surfaces
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