Primal ideal
In mathematics, an element a of a commutative ring R is called (relatively) prime to an ideal I if whenever ab is an element of I then b is also an element of I.
A proper ideal I of a commutative ring A is said to be primal if the elements that are not prime to it form an ideal.
References
[edit]- Fuchs, Ladislas (1950), "On primal ideals", Proceedings of the American Mathematical Society, 1: 1–6, doi:10.2307/2032421, MR 0032584.
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