论文标题
分级的质量理想的概括在环附近
Generalizations Of Graded Prime Ideals Over Graded Near Rings
论文作者
论文摘要
本文将近环在单粒G上进行了评分，作为对组的分级环的概括，引入了某些创新的级别弱质量理想，并将几乎质量的理想分级为分级近环上的质量理想的概括，并探索它们的各种特性，并在近环上进行了概括。
This paper considers graded near-rings over a monoid G as a generalizations of the graded rings over groups, introduce certain innovative graded weakly prime ideals and graded almost prime ideals as a generalizations of graded prime ideals over graded near-rings, and explore their various properties and their generalizations in graded near-rings.
