Mathematics – Algebraic Topology
Scientific paper
2010-07-02
Mathematics
Algebraic Topology
15 pages
Scientific paper
We prove the Tate Thomason conjecture using K(l) localized spectra where K(1)=E(1)/l where l is an odd prime and E(1) is the complex topology spectrum. Fundamental to our proof is Theorem 2.1 below, where we show that certain K(1) localized spectra are E(1)^ module spectra.We also make fundamental use of the notion of etale and topological K Theory and its relation to algebraic K theory through Thomason's descent theorem.
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