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Yuri Sulyma
  • Member for 13 years, 2 months
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What are the potential applications of perfectoid spaces to homotopy theory?
Hi Peter, thanks for this answer! Since asking this question I've gone more into equivariant homotopy theory, and recently have been thinking about connections between that and prisms. I wrote up my thoughts in a separate answer.
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Product of $q$-analogues
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Product of $q$-analogues
@KConrad there's no restriction on the $k_i$. For the combinatorial interpretation I'd want to know what happens when $q=1$ and when $q=p^m$, but for my applications $q-1$ is going to specialize to $\mu\in \mathbf A_{\mathrm{inf}}$; see the motivation added to the question.
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Product of $q$-analogues
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