| dbo:abstract |
In number theory, more specifically in p-adic analysis, Krasner's lemma is a basic result relating the topology of a complete non-archimedean field to its algebraic extensions. (en) En théorie des nombres, plus spécifiquement en analyse p-adique, le lemme de Krasner est un résultat de base, dû à Marc Krasner, reliant la topologie d'un corps non archimédien complet à ses extensions algébriques. (fr) |
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| gold:hypernym |
dbr:Result |
| rdfs:comment |
In number theory, more specifically in p-adic analysis, Krasner's lemma is a basic result relating the topology of a complete non-archimedean field to its algebraic extensions. (en) En théorie des nombres, plus spécifiquement en analyse p-adique, le lemme de Krasner est un résultat de base, dû à Marc Krasner, reliant la topologie d'un corps non archimédien complet à ses extensions algébriques. (fr) |
| rdfs:label |
Lemme de Krasner (fr) Krasner's lemma (en) |
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