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A Descent Theorem for Hermitian K-Theory
Published online by Cambridge University Press: 20 November 2018
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Let KO and KU respectively denote the real and complex periodic K-theory spectra [1, Part III]. Let KSC denote the spectrum representing self-conjugate K-theory [2, G]. Thus we have a fibring
1.1
where T is induced by complex conjugation on the unitary group.
The following result is due to R. Wood [1, p. 206] and, I believe, to D. W. Anderson.
1.2. PROPOSITION. Let generate the stable one-stem. Then there are weak equivalences of spectra
a
and
b
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- Copyright © Canadian Mathematical Society 1987
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