A Z/2 Descent Theorem for the Algebraic K-Theory of a Semisimple Real Algebra |
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| Authors: | Lisbeth Fajstrup |
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| Institution: | (1) Department of Mathematics, University of Aalborg, Fr. Bajers Vej 7E, 9220 Aalborg, Denmark. e-mail |
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| Abstract: | On algebraic K-theory of a finite-dimensional semisimple real algebra the involution induced by an antistructure is studied. After Bousfield–Kan completion at 2, a component of the homotopy fixed point set is homotopy-equivalent to the fixed point set. The fixed point set is calculated. |
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| Keywords: | antistructure homotopy fixed points descent |
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