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- Q5876144 subject Q7217289.
- Q5876144 subject Q8234760.
- Q5876144 subject Q8520582.
- Q5876144 abstract "In mathematics, a Hodge–Tate module is an analogue of a Hodge structure over p-adic fields. Serre (1967) introduced and named Hodge–Tate structures using the results of Tate (1967) on p-divisible groups.".
- Q5876144 wikiPageExternalLink 1990970.
- Q5876144 wikiPageWikiLink Q125977.
- Q5876144 wikiPageWikiLink Q176916.
- Q5876144 wikiPageWikiLink Q2404489.
- Q5876144 wikiPageWikiLink Q311627.
- Q5876144 wikiPageWikiLink Q332407.
- Q5876144 wikiPageWikiLink Q428290.
- Q5876144 wikiPageWikiLink Q4444341.
- Q5876144 wikiPageWikiLink Q4865014.
- Q5876144 wikiPageWikiLink Q5199067.
- Q5876144 wikiPageWikiLink Q6935407.
- Q5876144 wikiPageWikiLink Q7116911.
- Q5876144 wikiPageWikiLink Q7217289.
- Q5876144 wikiPageWikiLink Q730384.
- Q5876144 wikiPageWikiLink Q756747.
- Q5876144 wikiPageWikiLink Q8234760.
- Q5876144 wikiPageWikiLink Q8520582.
- Q5876144 type Thing.
- Q5876144 comment "In mathematics, a Hodge–Tate module is an analogue of a Hodge structure over p-adic fields. Serre (1967) introduced and named Hodge–Tate structures using the results of Tate (1967) on p-divisible groups.".
- Q5876144 label "Hodge–Tate module".
- Q5876144 differentFrom Q7687981.