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The Lubin-Tate stack and Gross-Hopkins duality. (arXiv:1711.04806v3 [math.AT] UPDATED)
来源于:arXiv
Morava $E$-theory $E$ is an $E_\infty$-ring with an action of the Morava
stabilizer group $\Gamma$. We study the derived stack $\operatorname{Spf}
E/\Gamma$. Descent-theoretic techniques allow us to deduce a theorem of
Hopkins-Mahowald-Sadofsky on the $K(n)$-local Picard group, as well as a recent
result of Barthel-Beaudry-Stojanoska on the Anderson duals of higher real
$K$-theories. 查看全文>>