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| Paper IPM / M / 188 | ||||||||||||||||||
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The aim of this paper is to improve the main result of [5] (Theorem 3.5). We show that if A is a non-zero Artinian module over a commutative ring R and \fraka ⊆ \frakb are ideals of R such that (0:A \frakb) ≠ 0, then the dual of Burch's inequality
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