2 problems

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Power-operation conjecture for cyclic A-infinity structures
Let $R$ be an even commutative $S$ -algebra, let $x\in R_d$ , and let $p$ be a prime such that $n$ is invertible in $R_*$ for every $n<p$ . Let $\bar c_n(x)\in\pi_{p(d+2)-2}R/(p,x)$ d…
Conjectureopena-infinity-ring-spectra obstruction-theory power-operationsarXiv posted 2 days ago
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Rezk's conjecture on the Coleman norm and Ando's algebraic criteria
Rezk's conjecture. The Coleman norm and Ando's algebraic criteria are closely related.
Conjectureopenformal-groups p-adic-number-theory power-operationsarXiv posted 2 days ago

Power-operation conjecture for cyclic A-infinity structures