Ivan Shishkin, Birch Grove

Radical d’un idéal

Definition / General algebra / Stub

Français
FrançaisEnglish
This article is a stub
Stub. This concept is still a minimal draft.

Le radical d’un idéal II d’un anneau AA est l’ensemble :
I={a∈A∣∃n≥1,an∈I}.\sqrt{I}=\left\{a \in A \mid \exists n \geq 1, a^n \in I\right\}.

Problems using this concept (0)

No listed problems link to this concept yet.

Problems using this concept (spoiler) (0)

No listed problems use this concept as a spoiler yet.