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1)  full permutation
全排列
1.
This article relates to the process of n-order matrix, the full permutation of n×n elements which is implemented by C++ program language, and resolves the problem of which traditional programming method can not implement the full permutation of all elements in that matrix.
探讨了n阶矩阵n n个元素的全排列用C++程序语言的实现过程,解决了传统编程方法无法实现矩阵的所有元素的全排列的难题。
2.
The author infers from of the recurrence the formulas of full permutation,selected permutation, repeaed permutiation, combination,repeated combination,and solves problems in permutation and combination through examples.
此文用递推法推出全排列、选排列、重复排列、组合和重复组合的公式,并举例用递推法解排列、组合问
2)  quick trickle arrange
全距排列
1.
According to the quick trickle permutation,introduce the concept of quick trickle arrange,discusses the corresponding relation bittern their and its properties,and provide a kind of structure method for it.
根据全距置换,引入了全距排列的概念,讨论了全距排列与全距置换的对应关系及其性质,并由此给出了全距置换的一种构造方法。
3)  unknown full list
变元全排列
4)  algorithm of full permutation
全排列算法
1.
A parallel algorithm of full permutation for this model was designed.
针对普通计算机求解梯队装载问题计算能力不足的瓶颈,引入并行求解思想,设计了求解模型的并行全排列算法,并在集群上进行实例测试。
5)  All-true determinant
全排列行列式
6)  entire-array-polygon
全排列多边形
1.
By using entire-array-polygon method and combining with calculated ecologica.
通过用全排列多边形图示指标法,结合万元GDP生态赤字(盈余)和Ulanowicz发展能力计算方法,综合考虑社会、经济和生态环境3方面内容,对阜宁县县域生态经济系统进行综合评价。
补充资料:全受全归
1.语出《礼记.祭义》:"父母全而生之,子全而归之,可谓孝矣。不亏其体,不辱其身,可谓全矣。"封建礼教认为人的形体来自父母,应当以完全无亏的身体,还之父母。
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