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Representable-functor conjecture for cohomology of integral nilpotent group schemes
Let $G$ be a nilpotent affine group scheme over the integers, and let $A$ be a representable functor of commutative graded $\mathbb{Z}$ -algebras. Integral group-scheme representabi…
Conjectureopenalgebraic-group-schemes group-cohomology representable-functorsarXiv posted 2 days ago
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Representable-functor conjecture for cohomology of saturable nilpotent pro- $p$ groups
Let $G$ be a saturable nilpotent pro- $p$ group with associated $\mathbb{Z}_p$ -Lie algebra $\mathfrak{g}$ . Assume that the number of generators of $G$ as a pro- $p$ group equals the…
Conjectureopengroup-cohomology pro-p-groups representable-functorsarXiv posted 2 days ago

Representable-functor conjecture for cohomology of integral nilpotent group schemes