1) i-injective semimodule
i-内射半模
1.
In this paper the notion of i-injective semimodules is introduced.
该文给出了i-内射半模的概念及一些较好的特征刻划,并讨论了内射半模与i-内射半模的关系。
2.
This paper gives the notion of i-injective semimodule at first and discusses the equivalent characters of i-injective semimodules such as the equivalence of i-injective semimodule and functor which preserve all proper exact sequences.
给出i-内射半模的定义后,通过讨论Hom函子是否保持真正合列与短真正合列,得到了i-内射半模的一个重要等价刻画,即把环模的相应结果成功地推广至i-内射半模上。
3.
In this paper,we prove that there is exist non-zero i-injective semimodule over arbitrary proper semirings,and get the result that the domain of i-injective semidule is closed for substract subsemimodules and factor semimodules.
证明了在任意真半环上存在非零的i-内射半模,并得到了i-内射半模的域对可减子半模和商半模是封闭的。
2) the domain of i-injective semidules
i-内射半模域
3) injective semimodule
内射半模
1.
In this paper, the concept of injective semimodule is proposed.
给出了内射半模的概念，研究了其性质，并得出了它的一个判定定理。
2.
In this paper the notion of i-injective semimodules is introduced.
该文给出了i-内射半模的概念及一些较好的特征刻划,并讨论了内射半模与i-内射半模的关系。
3.
In this paper we discuss injective semimodules and projective semimodules over complemented semirings.
研究可补半环上的内射半模与投射半模性质。
4) injective star semimodules
内射星半模
5) I-injective
I-内射
1.
The Definition and Proportion of I-injective Modules;
I-内射模的概念及性质
6) I-projective module
I-投射模
补充资料：内射
内射
injection ^ injecthe mapping
内射「妙劝.或协幼记n.n不毛;“朴e料朋〕，集合A到集合B的 一个映射F:A一B，它使得A中不同的元素映到B中不同的元素上.内射有时也称为由A到B中的嵌人(面伙刘山吧)(或包含(inc如ion”. 0 .A.物aHoBa撰【补注】在范畴(c ategory)论中，一个态射(朋甲h-治m)F也称为一个内射，如果对所有的态射G及H，若尸。G=FoH，则G二H.王驹译
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