2007 / September Volume 2 No.3
Stable splittings of the complex connective $K$-theory of $BG$ for some infinite groups $G$
Published Date |
2007 / September
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Title | Stable splittings of the complex connective $K$-theory of $BG$ for some infinite groups $G$ |
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Pagination | 687-712 |
Abstract | We show that $bu \wedge BO(n)$ splits as a wedge product of suspended copies of $HZ/2$, $bu$, and $bu \wedge BO(1)$ at prime 2 for $n = 2, 3,$ and 4. Similarly, we show that $bu \wedge BSO(2n + 1)$ splits as a wedge product of suspended copies of $HZ/2$ and $bu$ at prime 2 for $n = 1$ and 2.
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AMS Subject Classification |
55P10, 55N20, 55N15, 55S10
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Received |
2006-05-15
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