1) quasi-semi-E-convexcity
拟半E-凸性
2) semi-E-convexity
半E-凸性
1.
Furthermore, the equivalent relation between quasi-semi-E-convexity of functions and corresponding level sets is proved.
此外,证明了函数的拟半E-凸性及相应水平集之间的等价关系,最后,对王建勇等文章“E-拟凸函数”中的命题4给出了一个反例。
3) quasi-semi-E-convex function
拟-半-E-凸函数
1.
Furthermore,this theorem is generalized to the case of pseudo-semi-E-convex function and quasi-semi-E-convex function and the extent of its usage is enlarged.
对文献[2]中定理12进行研究,并在此基础上得到了一个判断不动点为最优解的必要条件,而且把该定理推广到了拟-半-E-凸函数与伪-半-E-凸函数的情形,拓展了该定理的应用范围。
4) quasi-semi-E-convex functions
拟半E-凸函数
1.
Recently a new criterion of quasi-semi-E-convex functions was introduced by Peng in 2006 for a new criterion of quisi-semi-E-convex functions.
最近,彭在文献[1]中提出了关于拟半E-凸函数的一个判别准则。
5) pseudo-quasi-E-convex function
伪-拟-半-E-凸函数
1.
Firstly,two kinds of new convex functions——pseudo-quasi-E-convex function and pseudo-quasi-semi-E-convex function are defined,and meanwhile,some properties and proof of two kinds of new convex functions are given.
定义了2种新的凸函数——伪-拟-E-凸函数及伪-拟-半-E-凸函数。
6) semi-E-convex function
半-E-凸函数
1.
Furthermore,this theorem is generalized to the case of pseudo-semi-E-convex function and quasi-semi-E-convex function and the extent of its usage is enlarged.
对文献[2]中定理12进行研究,并在此基础上得到了一个判断不动点为最优解的必要条件,而且把该定理推广到了拟-半-E-凸函数与伪-半-E-凸函数的情形,拓展了该定理的应用范围。
2.
In the literature ,the two authors have studied E-convex sets,E-convex function and semi-E-convex function and obtained some properties of them.
文献[1,2]已对E-凸集,E-凸函数,半-E-凸函数进行了研究,得出了一些性质。
补充资料：半导体导电性(见半导体的导电与电荷输运)
半导体导电性(见半导体的导电与电荷输运)
electrical conductivity of semiconductor
半导体导电性eleetr、ea一conou以，v:‘，_‘ 一J一“。，瓜米早伙鼓幕由乌教着给话_
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