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 -> 局部连通连续统
1)  locally connected continuum
局部连通连续统
2)  local continuous
局部连续
1.
By discussing the local convergence and local continuous in locally convex spaces,some new sufficient and essential conditions are given on C-locally sequential spaces.
通过对局部凸空间中局部收敛与局部连续的讨论,给出了C-局部序列空间的一些新的充分必要条件。
3)  continuous local
连续局部
1.
Cross wedge rolling belongs to continuous local plastic forming and is a new efficient process and technology for plastic forming of shaf.
本论文是我的导师宋玉泉教授关于“连续局部塑性精成形设备及工艺”研究方向的一个组成部分,也是吉林大学超塑性与塑性研究所承担的国家科技攻关计划项目“汽车连杆辊压塑性精成形的新设备和新工艺”(课题任务书编号:2003BA212C)的一个组成部分。
4)  Locally connected
局部连通
1.
Devoted to the study on the theory of H-connected space,which has been investigated by Jungck [1] in detail,we first give Jungck’s theorem another proof free from Whyburn [2] ,and then give another theorem in which“compact”hypothesis in Jungck’s theorem is replaced by the locally connected one.
其次对局部连通的H -连通空间得到了同样的定理 :有限个具有第一可数性质的局部连通的H -连通空间的乘积空间是H -连通空间 。
2.
It is proved that if G is conected, locally connected graph on at least three vertices such that the set of claw centers is independent, and if the subgraph induced by the neighbor of v is strong 2-dominated for any claw centre v , then G is fully cycle extendable.
设G是顶点数不少于3的连通、局部连通图。
3.
In this paper, we prove that if G is connected, locally connected graph on at least three vertices such that the set of claw centres B is independent, and if G-B is locally connected, then G is fully cycle extendable.
本文将证明:设G是顶点数≥3的连通、局部连通图,如果G的爪心集合B是点独立集,且G-B是局部连通的,则G是完全圈可扩的。
5)  Local continuity
局部连续性
6)  local H?lder countinuous
局部Hlder连续
补充资料:局部连通连续统


局部连通连续统
locally connected continuum

局部连通连续统【l优心y戊.脸的ed切“加.口.;加以几研。eaa3.诚.oT恤y外,」 一个连续统,它是局部连通空间(】以川ly coIL以戈IedsPace),局部连通连续统的例子有n维立方体,n=O,l,…,1刃七鱿立方体(Hilbertcube),和所有介-xo肋.立方体(T正honov CUbe),函数 ,一sin上.0<二簇1. X的图象和区间I={(0,y):一1镬夕簇l}的并集给出了(在I的点上)不是局部连通的连续统的例子.可度量化连续统是局部连通的,当且仅当它是Jo攻恤n意义下的曲线(见线(曲线)(h茂(Cun尼))).任何可度量化局部连通连续统都是道路连通的(见道路连通空间(path一conn以众沮sPaCe)).此外,这种连续统K的任意不同两点都包含于K中一条简单弧上. B.A.nac‘HK佃撰白苏华、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