1) co-independent Submodules
余无关子模
1.
The concepts of co-independent Submodules and internal direct intersection of a set of submodules are introduced, and some i nteresting properties and characterizations are presented.
在无关子模的基础上,引入了余无关子模及内直交的定义,并探讨了几个有趣的性质和刻划,最后作为应用,给出中国剩余定理的另一种证明。
2) co-closed submodule
余闭子模
3) small submodule
多余子模
1.
In this thesis, let (?) be a class of right R-modules, we use the class (?) to introduce and investigate (?)-small submodules and (?)-essential submodules, and give their dualities.
设(?)为任意右R-模类,本文将模类(?)引入研究多余子模与本质子模,即(?)-多余子模与(?)-本质子模,并给出了它们的对偶性。
4) Sub-hom-comodule
子Hom-余模
1.
According to the notion of Hom-associative algebra,firstly we define the new notions of Sub-hom-comodule and Hom-comodule morphism,then investigate some fundamental properties of them.
根据Hom-结合代数的概念来新定义子Hom-余模、Hom-模同态、Hom-余模同态的概念,并进一步讨论它们的基本性质。
5) fuzzy subcomodules
模糊子余模
补充资料：下关子
1.送关文。关文，旧时公文名称。
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