1) strong semimodules
强半模
1.
In this paper,semirings,semimodules and congruence relations are defined,and following the correspondence between subsemimodules of semimodules and their congruence relations,strong semimodules and simple semimodules are induced.
提出半环、半模、余关系等概念,给出了半模的子半模关系之间的对应关系,并由余关系导出强半模和单半模的概念,得到半环和。
2) semimodule
半模
1.
On Hom functor over semimodules;
关于半模上的Hom函子
2.
In this paper, the ?-congruence on the semimodules is discussed.
将半模的同余推广到-同余,若M是R上的半模,用C(M)表示M所有同余关系组成的类。
3) semi-norm
半模
1.
In this paper, applications of some propenies of the semi-norm in Pseado-Riesz spaces W(X) to the study of topological problem on W(X) by means of the classical descriptive set theory and fuzzy set theory arc given.
利用空间的具有某些性质的半模，本文讨论了其在分明集及模糊集意义下的拓扑问题，得到了空间Ｗ（Ｘ）为伪拓扑线性空间，ＬＦ拓扑空间及Ｆｕｚｚｙ拓朴线性空间若干结果。
4) Semimodules
半模
1.
Z-homomorphism and Exact Sequence of Semimodules;
半模的Z-同态与正合列
2.
In this paper,semirings,semimodules and congruence relations are defined,and following the correspondence between subsemimodules of semimodules and their congruence relations,strong semimodules and simple semimodules are induced.
提出半环、半模、余关系等概念,给出了半模的子半模关系之间的对应关系,并由余关系导出强半模和单半模的概念,得到半环和。
3.
In this paper,the exactness of a sequence of R-homomorphisms of semimodules similiar to the corresponding construction for modules on basis of the module of differences of the R-semimodules was defined.
利用半模的差模定义了半模同态序列的正合 ,讨论了Hom函子的左正合性 。
5) semi-module
半模
1.
In this paper,give an equivalent definition of semi-module.
从半环同态的角度出发,给出了半模的一个等价定义。
6) half-intensity angle
半强度角
1.
Luminous characteristic is a very important parameter in the InGaAlP LED application which consists of two main parameters-luminous intensity and half-intensity angle.
在InGaAlPLED的应用中,发光特性是相当重要的参数,而发光强度和半强度角是LED发光特性的两个主要参数。
补充资料：半单模
半单模
semi-simple module
半单模[钻‘恤m口e nl川面血;no扭ynpoeTo盛Mo烦y“‘] 同完全可约模(c omPletefy刁记优ible 11袄泛ule).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条