2020 / June Volume 15 No.2
The Algebraic Splitting of $\mathit{bu}\wedge{BSO(2n)}$
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2020 / June
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Title | The Algebraic Splitting of $\mathit{bu}\wedge{BSO(2n)}$ |
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Pagination | 163-175 |
Abstract | We show that the mod 2 cohomology of $\mathit{bu}\wedge{BSO(2n)}$ is isomorphic to a direct sum of $E$-modules, $E=\mathbb{Z}/2\langle{Q_{0},Q_{1}}\rangle$, $n\geq2$. This would give the algebraic splitting of the complex connective $K$-theory of $BSO(2n)$.
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DOI | |
AMS Subject Classification |
55N20
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Received |
2020-04-10
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Accepted |
2020-06-15
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