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- Q5450396 subject Q8234752.
- Q5450396 abstract "In algebraic number theory, through completion, the study of ramification of a prime ideal can often be reduced to the case of local fields where a more detailed analysis can be carried out with the aid of tools such as ramification groups.In this article, a local field is non-archimedean and has finite residue field.".
- Q5450396 wikiPageWikiLink Q1057416.
- Q5450396 wikiPageWikiLink Q1082992.
- Q5450396 wikiPageWikiLink Q1868517.
- Q5450396 wikiPageWikiLink Q2264756.
- Q5450396 wikiPageWikiLink Q245462.
- Q5450396 wikiPageWikiLink Q465654.
- Q5450396 wikiPageWikiLink Q4667496.
- Q5450396 wikiPageWikiLink Q613048.
- Q5450396 wikiPageWikiLink Q7289549.
- Q5450396 wikiPageWikiLink Q7289553.
- Q5450396 wikiPageWikiLink Q7315530.
- Q5450396 wikiPageWikiLink Q8234752.
- Q5450396 wikiPageWikiLink Q863912.
- Q5450396 wikiPageWikiLink Q912887.
- Q5450396 wikiPageWikiLink Q986694.
- Q5450396 comment "In algebraic number theory, through completion, the study of ramification of a prime ideal can often be reduced to the case of local fields where a more detailed analysis can be carried out with the aid of tools such as ramification groups.In this article, a local field is non-archimedean and has finite residue field.".
- Q5450396 label "Finite extensions of local fields".