1) η¨-subdifferential
η¨-次微分
2) η-subdifferential
η-次微分
1.
In this paper,we introduce two concepts of η-subdifferential and ηproximal.
引入η-次微分和η-临近映射两个概念,应用这两个概念研究一类新的拟似变分不等式。
2.
When generalized variational inequality problem is studied,one method called auxiliary principle is to construct a series of auxiliary problems to approximate the original solution;another method called resolvent operator technique is to construct resolvent operator by using the concept of η-subdifferential.
在研究广义变分不等式问题时,方法之一是构造一系列辅助问题来逼近原问题的解,即辅助原理技术;另一种方法是借助η-次微分的概念,构造η-次微分映射的预解式来逼近问题的解,即预解式技术。
3.
In this paper,η-convex function and η-subdifferential are defined on the η-connected set.
在η-连通集上,引进了η-凸函数和η-次微分,并利用η-次微分和Gateaux微分的关系,得到了一些定义在η-连通集上的η-凸函数的性质。
3) η-subdifferential
η次微分
4) η-subdifferential mapping
η-次微分映射
1.
In addition, a special case related to the η-subdifferential mapping of a proper semicontinuous functional is also considered.
此外,针对真下半连续泛函的η-次微分映射,也讨论了上述问题。
5) η-subdifferential operator
η次微分算子
6) η-sub differentiable
η-次可微
补充资料：(η6-benzene)( η5-2,4-cyclopentadien-1-yl)manganese
分子式：
CAS号：
性质：深红色结晶。一种异环夹心结构。三羰基合锰中的三个羰基被苯取代后制得。用作化学试剂。
CAS号：
性质：深红色结晶。一种异环夹心结构。三羰基合锰中的三个羰基被苯取代后制得。用作化学试剂。
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