DIEUDONNÉ RINGS ASSOCIATED WITH K(n)∗ k(n)
نویسنده
چکیده
We use Dieudonné theory for periodically graded Hopf rings to determine the Dieudonné ring structure of the Z/2(pn − 1)-graded Morava K-theory K(n)∗(−), with p an odd prime, when applied to the Ω-spectrum k(n) ∗ (and to K(n) ∗ We also expand these results in order to accomodate the case of the full Morava K-theory K(n)∗(−).
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