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| THE HOMOTOPY TYPES OF THE DELETED PRODUCTS OF SOME VECTOR BUNDLES |
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Citation： |
Gu Zhiming.THE HOMOTOPY TYPES OF THE DELETED PRODUCTS OF SOME VECTOR BUNDLES[J].Chinese Annals of Mathematics B,1988,9(3):311~314 |
| Page view： 932
Net amount： 782 |
Authors： |
Gu Zhiming; |
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| Abstract： |
In this paper it is shown that if $W$ is an m-vector bundle over an n-manifold M with some conditions, then the $\[{W^k}\]$—$\[\Delta W\]$, k-deleted product of W, and $\[{M^K} \cup \Delta M \times {S^{(k - 1)(m + n) - 1}}\]$,
are homotopy equivalent. |
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