Introduces uniformly n-ideals in commutative rings, revealing their properties and specific characterizations.
In this paper, we introduce the concept of uniformly n-ideal ofcommutative rings which is a special type of n-ideal. We call aproper ideal I of R a uniformly n-ideal if there exists apositive integer k for a,b∈ R whenever ab∈ I anda∉ I implies that bᵏ=0. The basic properties ofuniformly n-ideals are investigated in detail. Moreover, somecharacterizations of uniformly n-ideals are obtained for somespecial rings.
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Baziar et al. (2024) studied this question.
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