1) n-prime tuple
n素元组
1.
It is shown by model-theoretic methods that the following results are valid for any positive integer n and any possible type of n-prime tuples: 1 There exist uncountably infinitely many inductive extensions of the ring I of integers with infinitely many such n-prime tuples(called nT-rings in the following)and these rings are not equivalent to each other in first order logic.
用模型论方法证明了:对于整数环I及每个正整数n及每一可能类型的n素元组而言,存在不可数无限多个其1阶性质互不全同的含有无限多该类型的n素元组的归纳扩环(文中简称该类型的nT-环),并且存在无限多个正整数对,对每个这样的正整数对(a,b),存在I的nT-扩环R,它适合加a的归纳法,而不适合加b的归纳法。
2) elemental nitrogen
N元素
1.
Metabolic flux analysis of elemental nitrogen for L-tryptophan biosynthesis in yeast;
酵母合成的~(15)NL-色氨酸中N元素代谢通量的分析
3) n th degree element
n方元素
1.
This paper establishes the concept of the n th degree element in F and gives it′s characteristic properties.
本文建议 F中的 n方元素的概念 ,给出 n方元素的特征性质 。
4) Combination of n elements
n元组合
5) N-tuple
[英]['entjupl] [美]['ɛntʊpḷ]
n元组
1.
Quick Ecognition of Binary Human Face Based on Standard N-tuple Classifier;
基于标准n元组分类器的二值人脸图象快速识别方法
6) N-tuple
[英]['entjupl] [美]['ɛntʊpḷ]
N重元组
补充资料：元组
元组（tuple）
笛卡尔积中每一个元素（d1，d2，…，dn）叫作一个n元组（n-tuple）或简称元组。
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