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Symplectic bordism,
Stiefel-Whitney numbers, and a Novikov resolution
Don David Porter |
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Vol. 35 (1970), No. 1, 205–212
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Abstract |
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Using an Adams type spectral sequence due to Novikov, this paper presents a proof of: THEOREM A. If M is a manifold representing a class in the symplectic bordism group ΩmSp,m≠8k, then M bounds an unoriented manifold. |
Mathematical Subject Classification
Primary: 57.10
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Milestones
Received: 17 February 1970
Published: 1 October 1970
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Authors |
| Don David Porter | |
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