1) locally bounded spaces
局部有界空间
2) ordered locally compact space
有序局部紧空间
3) Locally bounded
局部有界
1.
We also prove it is locally bounded.
引进一个新的函数空间M- 1 -有界变差函数空间并研究它成为准范空间的条件 进一步证明了它是局部有界
2.
Proves that (a)every locally pseudoconvex TVS admifs PB B property,(b)X is locally bounded if and only if it is locally pseudobounded and locally pseudoconvex,(c)there is not any non zero continuous linear operator mapping a pseudobounded TVS into a TVS with T 0 and PB B property.
证明了：（ａ）局部拟凸的ＴＶＳ具有ＰＢ－Ｂ性质；（ｂ）局部有界当且仅当局部拟有界且局部拟凸；（ｃ）不存在从拟有界ＴＶＳ到具有ＰＢ－Ｂ性质且满足Ｔ０公理的ＴＶＳ的非零连续线性算子。
3.
The concept of locally bounded Bi-continuous cosine operator functions is introduced combine with the locally bounded properties of operators.
‖)和局部凸拓扑(X,τ)的Banach空间上,又结合算子的局部有界性,引入了局部有界双连续函数的概念,并研究了其生成元及生成元的若干性质。
4) part space
局部空间
1.
Based on statistical theory,give the directional criterion and statistical criterion of crack-le expansion,under the condition of Rock Crack Expansion Though part space on identical probability,built formulation include with rock mass adhesion stress λ1,friction coefficient λ2 and Rock fracture toughness.
结合统计理论,给出了裂纹开展的定向判据和统计判据,在裂纹沿局部空间等概率开展情况下,建立了岩体强度参数与其断裂之间的互推关系式。
2.
under the condition of Rock Crack Expansion Though part space on identical probability, built formulation include with rock mass adhesion stress λ1, friction coefficient λ2 and Rock fracture toughness.
基于数理统计理论,给出了裂纹开展的定向判据和统计判据,结合裂纹端部的应力表达式,在裂纹沿局部空间等概率开展情况下,建立了岩体黏聚力λ1、摩擦系数λ2与其断裂韧度之间的互推关系式。
5) local space
局部空间
1.
This paper presents the mechanism of accessing PCI cards in DOS, gives two methods to access to configuration space and methods of accessing local space by MemoryMapped and I/OMapped, explain the method by the program written in BC~ ++ 3
给出了两种访问配置空间的方法 ,分别介绍了访问采用内存映射局部空间和采用 I/O映射局部空间的方法。
6) local boundedness
局部有界性
1.
Introducing the difinition of bounded set in fuzzy paranormed linear space , this paper discusses several concerned characteristics and studies the local boundedness of fuzzy paranormed linear space.
引进Ｆｕｚｚｙ赋准范线性空间中的有界集概念，并讨论了有关性质，研究了Ｆｕｚｚｙ赋准范线性空间的局部有界性。
补充资料：局部紧空间
局部紧空间
locally compact space
局部紧空间【l优四y~禅d纽，沈;加~。6脚M.ak-10e nPoc冲aHellol 一个拓扑空间，其中每一点都有一个具有紧闭包的邻域，局部紧的F区璐面叮空间X是完全正则空间(comPlete】y魂g面sP别浑)，它所有的H歇‘如xff紧化(田m钾ct币口tion)构成的半序集是一个完全格，其极小元是A邢二aH即。.紧化(川eksal汕。v colnP即断口石on)“X.局部紧的H自出do盯空间类与H扭诀刁。叮紧统的开子集类一致.局部紧的Hausdo叮空间X在任何Ha尸岱面叮紧化bX中的补集bX\X是一个Ha珊dO叮紧统.任何连通的仿紧且局部紧的空间都是可数多个紧子集之和. 局部紧空间最重要的例子是n维Euclid空间.非离散的完全赋范除环k上的Hausdo班拓扑向且空间(W￡泊r sPa沈)五(不简化成零元)是局部紧空间的充要条件是:k是局部紧的，而E是k上的有限维空间. B .B.中e月p钾yx撰【补注】拓扑空间的乘积fl戈是局部紧空间的充要条件是:各个坐标空间戈是局部紧空间，并且除有限多个外全都是紧空间.
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