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- Q5199067 subject Q8234752.
- Q5199067 abstract "In number theory, a cyclotomic character is a character of a Galois group giving the Galois action on a group of roots of unity. As a one-dimensional representation over a ring R, its representation space is generally denoted by R(1) (that is, it is a representation χ : G → AutR(R(1)) ≈ GL(1, R)).".
- Q5199067 wikiPageWikiLink Q1055807.
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- Q5199067 wikiPageWikiLink Q769124.
- Q5199067 wikiPageWikiLink Q8078429.
- Q5199067 wikiPageWikiLink Q8234752.
- Q5199067 wikiPageWikiLink Q83478.
- Q5199067 wikiPageWikiLink Q840594.
- Q5199067 wikiPageWikiLink Q868169.
- Q5199067 comment "In number theory, a cyclotomic character is a character of a Galois group giving the Galois action on a group of roots of unity. As a one-dimensional representation over a ring R, its representation space is generally denoted by R(1) (that is, it is a representation χ : G → AutR(R(1)) ≈ GL(1, R)).".
- Q5199067 label "Cyclotomic character".