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Gromov's conjecture on reduced ℓ^p-cohomology of amenable groups
Let $\Gamma$ be a finitely generated amenable group, and let $p$ be a real number greater than one. Its first reduced $\ell^2$ -cohomology is known to be zero. Gromov's conjecture.…
Conjectureopenamenable-groups l-p-cohomologyarXiv posted 2 days ago

Gromov's conjecture on reduced ℓ^p-cohomology of amenable groups