2021
DOI: 10.1112/tlm3.12037
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Cohomology of profinite groups of bounded rank

Abstract: We generalise to profinite groups some of our previous results on the cohomology of pro‐p groups of bounded sectional p‐rank.

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Cited by 2 publications
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“…Remark 4.6. The conclusion of Theorem 4.5 using the assumption that F is prosaturated was suggested by Peter Symonds [25].…”
Section: Theorem 45 (Stable Elements Theorem For Pro-fusion Systems) ...mentioning
confidence: 95%
“…Remark 4.6. The conclusion of Theorem 4.5 using the assumption that F is prosaturated was suggested by Peter Symonds [25].…”
Section: Theorem 45 (Stable Elements Theorem For Pro-fusion Systems) ...mentioning
confidence: 95%
“…The above theorem also holds under the alternative hypotheses that either F or F o is finitely generated but not necessarily pro-saturated. The version stated in Theorem 4.5 was communicated to us by Peter Symonds [25].…”
Section: Theorem 45 (Stable Elements Theorem For Pro-fusion Systems) ...mentioning
confidence: 99%