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Statements

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dbr:Hodge-Tate_module
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ホッジ・テイト加群 Hodge–Tate-modul Hodge–Tate module
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In mathematics, a Hodge–Tate module is an analogue of a Hodge structure over p-adic fields. Serre introduced and named Hodge–Tate structures using the results of Tate on p-divisible groups. ホッジ・テイト加群（ほっじていとかぐん、英: Hodge–Tate module）とは、ホッジ構造のp進体上の類似物である。 テイトのについての研究結果を用いてセールが定義し、ホッジ・テイト構造と名付けた。 Inom matematiken är en Hodge–Tate-modul en analogi av en Hodgestruktur över en p-adisk kropp. Jean-Pierre Serre (1967) introducerade och namngav Hodge–Tate-strukturer genom att använda resultat av (1967) om .
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ホッジ・テイト加群（ほっじていとかぐん、英: Hodge–Tate module）とは、ホッジ構造のp進体上の類似物である。 テイトのについての研究結果を用いてセールが定義し、ホッジ・テイト構造と名付けた。 Inom matematiken är en Hodge–Tate-modul en analogi av en Hodgestruktur över en p-adisk kropp. Jean-Pierre Serre (1967) introducerade och namngav Hodge–Tate-strukturer genom att använda resultat av (1967) om . In mathematics, a Hodge–Tate module is an analogue of a Hodge structure over p-adic fields. Serre introduced and named Hodge–Tate structures using the results of Tate on p-divisible groups.
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