1) K-weakly supplemented modules
K-弱补模
2) weakly supplemented modules
弱补模
3) kernel-weakly supplemented module
kernel-弱补模
1.
Let R be a V-ring and M a kernel-weakly supplemented module.
设R是V-环且M是kernel-弱补模,则M是kernel duo模当且仅当M是弱Duo模。
4) τ-co-weakly supplemented module
τ-余弱补模
1.
Mainly proved the following results: the classes of τ-co-weakly supplemented modules is closed under taking homomorphic images, direct sums when R is a τ-noetherian ring.
模M称为τ-余弱补模,如果对M的每一个τ-余有限子模都有τ-稠密弱补。
5) cofinitely generalized(weakly) supplemented modules
上有限广义补(弱补)模
1.
As proper generalizations of generalized(weakly) supplemented modules,concepts of cofinitely generalized(weakly) supplemented modules and cofinitely semilocal modules were introduced,and the related properties of cofinitely generalized(weakly) supplemented modules were given.
作为广义补(弱补)模的真推广,引入上有限广义补(弱补)模,上有限半局部模的概念,并给出上有限广义补(弱补)模的相关性质。
6) K-weak convex
K弱凸
1.
K-weak convex and K-weak smooth space equivalent to K-very convex and K-very smooth space respectively are proved.
证明了K弱凸性与K弱光滑性分别等价于K很凸性与K很光滑性,从而统一了文献[1～2]的一些结果,并说明了把K弱凸和K弱光滑分别称为K很凸和K很光滑更确切。
补充资料：补可去弱
补可去弱
补可去弱 用补益药物可以治疗虚弱病证。《汤液本草》卷上：“补可以去弱，人参、羊肉之属是也。”参见补剂、补法条。
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