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Adams spectral sequences and Franke's algebraicity conjecture

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arxiv 2110.03669 v2 pith:MADGMAA3 submitted 2021-10-07 math.AT math.CTmath.KT

Adams spectral sequences and Franke's algebraicity conjecture

classification math.AT math.CTmath.KT
keywords adamsalgebraicityconjecturefrankespectralapplicationsassociatecategories
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To any well-behaved homology theory we associate a derived $\infty$-category which encodes its Adams spectral sequence. As applications, we prove a conjecture of Franke on algebraicity of certain homotopy categories and establish homotopy-coherent monoidality of the Adams filtration.

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  1. A rigidity theorem for $\pi_*$-\'etale $\mathbb E_k$-algebras

    math.AT 2026-07 conditional novelty 7.0

    π*-étale extensions of E_k-algebras over an E_{k+1}-ring spectrum are classified by étale Dirac algebras over their homotopy Dirac ring.