A condensed perspective yields self-contained proofs of pro-étale and étale exodromy theorems, removing qcqs hypotheses and extending to general ∞-category coefficients and κ-condensed statements.
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Normed algebras in rational G-spectra for finite G are equivalent to families of commutative rational algebras with compatible maps indexed by conjugacy classes of subgroups according to an indexing system I.
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A condensed proof of the pro-\'etale and \'etale exodromy theorems
A condensed perspective yields self-contained proofs of pro-étale and étale exodromy theorems, removing qcqs hypotheses and extending to general ∞-category coefficients and κ-condensed statements.
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A model for normed algebras in rational G-spectra
Normed algebras in rational G-spectra for finite G are equivalent to families of commutative rational algebras with compatible maps indexed by conjugacy classes of subgroups according to an indexing system I.