说明:双击或选中下面任意单词,将显示该词的音标、读音、翻译等;选中中文或多个词,将显示翻译。
您的位置:首页 -> 词典 -> C-下半连续
1)  C-lower semi-continuity
C-下半连续
1.
We give the characterization of the C-upper semi-continuity and C-lower semi-continuity about set-valued mapping when F(x0) is C-upper-compact and C-lower-compact respectively.
利用已有的集值映射的C-上半连续与C-下半连续的概念,推广了文献[3]中的某些结论。
2)  lower semi-continuity
下半连续
1.
The lower semi-continuity of a class of functions in nonsmooth critical point theory;
非光滑临界点理论中一类函数的下半连续性
2.
In the lower semi-continuity,this essay provide one plenty condition about a fuzzy sets is preinvex fuzzy sets,then proved it.
在下半连续的条件下,给出了一个模糊集是预不变凸模糊集的充分条件,并将模糊凸集上相关性质在模糊不变凸集上作了相应的推广。
3.
This approach fully used result: There is minimizer in fuzzy sets of lower semi-continuity ,but not the traditional way of to argue about the fuzzy convexity,it combined research of fuzzy convexity and the relation contents of traditional analysis as a unity.
用一种新的更传统的方法证明了在下半连续的条件下模糊凸性的两个充分条件。
3)  lower semicontinuous
下半连续
1.
The function is assumed to be lower semicontinuous and bounded from below throughout this papeer.
本文给出了Banach空间中的下半连续且下有界函数存在弱尖最小值点的一个充分条件,并利用 Frechet次微分,给出了Asplund空间中下半连续下有界函数具有弱尖最小值点的充分条件。
2.
This paper shows that lower semicontinuous accretive and monotone operators T cannot be multivalued.
证明下半连续增生和单调映射不可是多值的。
4)  lower semicontinuity
下半连续
1.
We also prove its solution set is a closed set,as well as establish the upper semicontinuity property of the solution set for perturbed implict multi-valued vector equilibrium problems and the lower semicontinuity property of the solution set for perturbed equilibrium problems.
在Hausdorff线性拓扑空间中引入和研究了一类多值隐向量平衡问题,通过运用Ky Fan截口定理,证明了其解的存在性,并进一步研究了一类扰动的多值隐向量平衡问题解集的闭性和上半连续性以及另一类扰动的平衡问题解集的下半连续性。
5)  lower semi-continuous
下半连续
6)  upper C-continuous
上半C-连续
补充资料:半连续分解


半连续分解
semi-continuous decomposition

半连续分解t翎111心阅恤加曰昭d阴n详反tion;肋日lyllenPe-p,朋oep跳6“en”e],上(下)半连续分解(即详r(fo忧r)se而一eont访uous decomPosition) 一个分解(deComPosition)D,即拓扑空间X的不相交闭覆盖,使得商映射(qUOtieni Inapping)P:X~D是闭(开)的(见开映射(open Tnapping);闭映射(closed mapping)). M.H.B响暇x阳以丽撰自苏华、胡师度译
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