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bn:02376233n
Noun Concept
Categories: Ideals, Commutative algebra
EN
primary ideal
EN
In mathematics, specifically commutative algebra, a proper ideal Q of a commutative ring A is said to be primary if whenever xy is an element of Q then x or yn is also an element of Q, for some n > 0. Wikipedia
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EN
In mathematics, specifically commutative algebra, a proper ideal Q of a commutative ring A is said to be primary if whenever xy is an element of Q then x or yn is also an element of Q, for some n > 0. Wikipedia
proper ideal q such that, whenever xy ∈ q, then either x ∈ q, or some power of y is in q Wikidata
Given a commutative ring R, any ideal I such that for any a,b ∈ R, if ab ∈ I then either b ∈ I or an ∈ I for some integer n > 0. Wiktionary
(ring theory). Wiktionary (translation)
IS A
ideal
HAS KIND
prime ideal
Wikipedia
EN
primary ideal
Wikidata
EN
primary ideal
Wiktionary
EN
primary ideal

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