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Oin trivialities of Steifel-Whitney classes of vector bundles over iterated suspensions of Dold manifolds
A space X is called W-trivial if for every vector bundle \xi over X, the total Stiefel-Whitney class W(\xi) = 1. In this article we shall investigate whether the suspensions \Sigma^k D(m,n) of Dold manifolds are W-trivial or not.
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Published in: | Homology, homotopy, and applications homotopy, and applications, 2013, Vol.15 (no. 1), p.223-233 |
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Format: | Article |
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Online Access: | Get full text |
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Summary: | A space X is called W-trivial if for every vector bundle \xi over X, the total Stiefel-Whitney class W(\xi) = 1. In this article we shall investigate whether the
suspensions \Sigma^k D(m,n) of Dold manifolds are W-trivial or not. |
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ISSN: | 1532-0081 |