1) cofinality
[,kəufi'næliti]
共尾数
1.
The proof of Cantor s theorem in all the couses are nearly the same as that of the proof which was given by Takeuti in 1982,except that the diagonal method The author shows a new proof of Cantor s theorem by using the cofinality and inaccessible cardinal The new proof is different from any other given proof
Ｃａｎｔｏｒ定理的证明，除了对角线法外，其他所有证明实质上都类同于Ｔａｋｅｕｔｉ在１９８２年给出的证法现应用共尾数和不可达基数给出了新的证法，这个证法不同于以往各种证
2) cofinal
[kəu'fainəl]
共尾
3) mantissa
[英][mæn'tɪsə] [美][mæn'tɪsə]
尾数
1.
The definition of mantissa is introduced to discuss the mantissa questionZ m Several theorems about the mantissa are given There are some reference values to the studies of exact dividing of the integer,inspection of the operation results of the integer and solving of the diophantine equatio
引入尾数的定义 ,讨论 Zm 的尾数问题 ,得到几个关于尾数的定理 。
4) Mantissa
[英][mæn'tɪsə] [美][mæn'tɪsə]
《尾数》
1.
Mantissa in Carnival Horizon;
狂欢化视野中的《尾数》
2.
Mantissa is John Fowles another experimental creation in his late period,which continues to challenge the literary tradition and authority after his masterpiece The French Lieutenant s Woman.
福尔斯后期小说《尾数》是继《法国中尉的女人》之后又一部挑战传统挑战权威的实验性创作,小说创作在福尔斯的笔下不仅是对文学传统的解构和创新,也是一场追逐自由建构自由的游戏。
5) cofinal relation
共尾关系
1.
A new concept of the cofinal relation is introduced in this paper, which reflects the relation of algorithms for Fuzzy synthetic evaluation.
提出了反映模糊综合评价算法之间关系的一个概念,即“共尾关系”。
6) cofinal subset
共尾子集
补充资料：不共中不共变
【不共中不共变】
谓如眼等五根，唯自己第八识中最初一念，托父母遗体时变现，名不共；出胎之后，唯自己受用，复名不共。如眼识，惟依眼根而发；乃至身识，唯依身根而发，不相混杂，是为不共中不共变。
谓如眼等五根，唯自己第八识中最初一念，托父母遗体时变现，名不共；出胎之后，唯自己受用，复名不共。如眼识，惟依眼根而发；乃至身识，唯依身根而发，不相混杂，是为不共中不共变。
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