1) σ-semi-convexity
σ半凸性
1.
In this paper, the σ-semi-convexity is introduced and a general Ekeland s variational principle in locally convex spaces is given.
本文引进了σ半凸性,并给出了局部凸空间中一般的Ekeland变分原理。
2) σ semi convexity
σ半凸集
3) 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。
4) σ convexity
σ凸集
5) quasi-semi-E-convexcity
拟半E-凸性
6) σ-inverse semigroups
σ-逆半群
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