1) non-muster
非集合
1.
In higher vocational teaching of law logic and practical logic,the two questions of the difference between muster concept and non-muster concept and the extension relation of concept are main point and difficult point of concept.
在高职法律逻辑、实用逻辑课的教学中,集合概念和非集合概念的区分,概念的外延关系这两个问题是理解概念的重点和难点,区分集合概念和非集合概念关键在于把握这两个概念的特点,具体方法可以采用整体部分关系法、量词限制法等;还要从全同关系、从属关系等不同概念外延关系的区别运用上入手,教会学生提高概念使用效果。
2) nonempty set
非定集合
1.
On the basis of the elementary theorem that there is a majorant (minorant)on the nonempty set which must have a superieur (inf erieur), We prove the five character theorems of the continuous functions on the close intervalle.
以有上（下）界的非定集合必有上（下）确界作为一条基本定理，证明出闭区间上连续函数的五大性质定理。
3) non compact sets
非紧集合
4) nonempty set
非空集合
5) unassembled structure
非集合结
6) undesigning aggregates
非设计集合
1.
According to ICM(independent-continuous mapping) topology optimization theory,a new topology optimization method considering undesigning aggregates is proposed in this paper.
基于连续体ICM拓扑优化方法,笔者提出了不在体积约束下的多阶频率加权和为目标函数,考虑非设计集合的拓扑优化方法。
补充资料：非想非非想处天
1.佛教语。即三界中无色界第四天。此天没有欲望与物质﹐仅有微妙的思想。
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