1) vaguely compact set
不梅紧集
2) vague compactness
不梅紧性
3) Fixed Compact Subset
不变紧子集
4) compact positively invariant set
紧正向不变集
5) compact totally disconnected subset
紧致完全不连通集
6) compact set
紧集
1.
Strongly compact set was studied by means of strongly connected set.
利用强连通来研究强紧集。
2.
This paper shows that a set in foe vector-valued sequence space BMC(X) is a relatively sequentially compact set if and only if it is an uniformly convergent set and its each coordinate project set is relatively sequentially compact, and shows another characterization of relatively sequentially compact sets in BMC(X) in case the locally convex space X does not contain a copy of c
利用局部凸空间理论，讨论了矢值序列空间ＢＭＣ（Ｘ）中的相对序列紧集的性质，给出了其特征刻划，即ＢＭＣ（Ｘ）中的子集是相对序列紧集，当且仅当它是一致收敛集及其每个坐标射影集是相对序列紧集。
3.
Aim To study the existence of the extreme points of a compact set in linear topological space.
目的研究线性拓扑空间中紧集端点存在性问题。
补充资料：不变子集
不变子集
mvariant subset
不变子集汇加粕雌阴亡即肠以;H.即“明.oe邢脚助狱ec-，0]，群G的 G的子集H，它包含它的每个元素h在G中的所有共辘元(conj贝势te ekn笠幻t)，即所有形为g一’hg的元素.不变子半群(invanani sub一~·group)是一.压忍葱胜到厉价周落玉耳蕊胃.
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