1) Fuzzy Generalized Regular Implication Algebra
广义正则
1.
In this paper,the concept of Fuzzy Generalized Regular Implication Algebra is introduced.
通过引入模糊广义正则蕴涵代数的概念,对其性质进行了讨论,并给出了广义正则模糊蕴涵代数的一些等价刻画。
2) generalized regular point
广义正则点
1.
It has been proved that the concept of generalized regular points of f,which is a generalization of the notion of regular points of f,has some crucial applications in nonlinearity and global analysis.
已经证明f的广义正则点概念是f的正则点概念的一个推广并且在非线性分析和大范围分析中有非常重要的应用。
3) Generalized regualr value
广义正则值
4) generalized regular ring
广义正则环
1.
If a ring R is generalized regular ring,then following conditions are shown to be equivalent: (1)R is strongly regular ring;(2)E(R)C(R);(3)ex=xe,for all e∈E(R),all x∈N(R);(4)N(R)C(R);(5)E(R) is closed under the multiplication in R;(6)E(R) is a weakly commutative.
R是广义正则环,以下条件等价:(1)R是强正则的,(2)E(R)C(R),(3)ex=xe,对所有e∈E(R),对所有x∈N(R),(4)N(R)∈C(R),(5)E(R)在R中关于乘法是封闭的,(6)E(R)是弱可换的。
5) general regularity
广义正则性
6) generalized canonical equations
广义正则方程组
补充资料：凡事豫则立，不豫则废
1.谓做任何事情，事先谋虑准备就会成功，否则就要失败。
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