Finite Extensions Of Local Fields

(Algebraic Number Theory)

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sciences
Algebraic Number Theory
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What is Finite extensions of local fields?

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.

Technology Types

algebraic number theory

Synonyms

Totally ramified extension

Tech Info


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