1) neighbor and quality array
邻和质数列
1.
And discovers that by its nature, feature researches match quality and number can be found in the even numbers,by which an array from 1 to n can be completed as well as its neighbor and quality array.
本文探讨了由准邻和质数阵,通过对其特征、性质的研究,发现可以通过对偶数列的寻找配质和及配数从而把准邻数和质数阵化成邻和质数阵,从而完成从1到自然数 n,这 n 个自然数的一个邻和质数列(每相邻两数的和都为质数)。
2) quasi-neighbor and quality matrix
准邻和质数阵
1.
The article deals with the quasi-neighbor and quality matrix.
本文探讨了由准邻和质数阵,通过对其特征、性质的研究,发现可以通过对偶数列的寻找配质和及配数从而把准邻数和质数阵化成邻和质数阵,从而完成从1到自然数 n,这 n 个自然数的一个邻和质数列(每相邻两数的和都为质数)。
3) prime number array
质数数列
1.
This article makes a wide and common conclusion by studying the divisibility of the prime number,the judgement of the prime number,continual prime number and the prime number array,which brings convenience to further study on the judgement of it and the search of its concerned characters.
质数是整数中一类比较特殊的数,对于质数的某些特殊性质的研究具有广泛的意义,本文通过对质数的整除性、质数的判断、连续质数、质数数列特点的探讨,从而总结出了一般广泛的结论,为我们判断质数以及寻找它的相关性质带来方便。
4) harmonic sequence numbers
调和数列
1.
Based on reference [1],this essay deduces the necessary condition of any finite positive rational numbers can be represented by a convergence subsequence of harmonic sequence numbers.
在文献[1]的基础上,给出了任何给定的有限正有理数均可用调和数列收敛子数列表示的必要条件,并在给出等价关系的情况下,对必要条件进一步讨论。
5) sum of seguence
数列求和
1.
Owing to position in the mathematics of few row at senior high school and developing student\'s logic reasons ability and the reasonableness thinking level mathematics teaching should strengthen the teaching of sum of seguence.
介绍了数列求和的几种常用方法,这些方法可以使学生在分析问题和解决问题时,从整体出发,抓住问题的本质,同时可以简化解题步骤,减少运算量,使问题可以快速、准确地得以解决。
6) property of number sequence
数列性质
补充资料：邻和
1.谓邻国或邻居相和好。
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