有序有界集,order bounded set

1)order bounded set
有序有界集

2)ordered set bounded below
下有界有序集

3)order boundedness
有序有界性

4)ordered domain interface
有序畴界
1.
Microscopic phase-field model was used to simulate the ordered domain interfaces formed between L1_2 phases(Ni_3Al)in Ni-Al-V alloy.
利用微观相场动力学模型模拟Ni-Al-V合金沉淀过程中L1_2(Ni_3Al)相间有序畴界面,对界面结构及其界面处原子的行为进行了研究。


2.
Using the simulated microstructures and the occupation probabilities of alloy elements at interfaces,the structure and migration characteristics of ordered domain interfaces formed between DO_(22) and L1_2 phases are investigated and the mechanism of the phase transformation from DO_(22) to L1_2 is proposed.
研究了异相间有序畴界的结构及其迁移特征,提出了DO_(22)到L1_2相变过程的机制。


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5)bounded sequence
有界序列

6)bounded set
有界集
1.
In general,the convergent sequence and bounded set are concepts only in topological spaces.
收敛序列和有界集一般是拓扑空间中的概念 ,文章首先引入序列收敛 C和 L* -空间 (给出某种序列收敛关系的向量空间 ) ,然后在其中定义有界集 。


2.
Moreover,for the space X satisfying a condition (Q),each bounded set in C 0(X) admits a center if X is quasi-uniformly convexity.
证明了C0 (X)中的每个紧子集均有中心充要条件是X中每个紧子集均有中心 ,而且 ,若X满足条件 (Q) ,则C0 (X)中的每个有界集有中心充要条件是X是拟一致凸的 。


3.
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。


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补充资料：麻九畴
麻九畴 麻九畴（1183-1232年） 　　金代医家。字知几。易州（今北易县）人。三岁识字，七岁能草书作大字，一时目为神童。晚喜医，与名医张子和游，尽传其学，并为张子和《儒门事亲》润色。著书为文精密，奇健，诗尤工致。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。

有序有界集,order bounded set