论复合理想

Denik Agustito, Puguh Prasetyo, Esti Harini, I. Istiqomah, Tri Astuti Arigiyati, I. Taufiq
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引用次数: 0

摘要

. 本文在交换环上的工作和研究的一般结果是:当且仅当R/I是一个零因子的交换环时,理想I被称为复合。然后我们有I和J是R的复合理想使得I和J是素那么是R的复合理想如果我们有R的两个概念J是R的复合理想那么J/I就是R/I的复合理想。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On The Composite Ideal
. This paperwork in the commutative ring and general results of my research are: ideal I is called composite if and only if R/I is a commutative ring with zero-divisor. And then we have I and J are the composite ideals of R such that I and J is coprime then is a composite ideal of R. If we have are two ideas of R and J is a composite ideal of R then J/I is a composite ideal of R/I.
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