1) All-true determinant
全排列行列式
2) determinant arrangement
行列式排列
1.
Numerical simulation of wind environment around residential district in determinant arrangement
住宅小区行列式排列风环境数值模拟研究
3) overposed and parallel arrangement
平行排列式
4) All-false determinant
全假行列式
5) row
[英][rəʊ] [美][ro]
排列,行,序列
6) 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
补充资料:N阶行列式
设有n2个数,排成n行n列的表 ,作出表中位于不同行不同列的n个数的乘积,并冠以符号(-1)t,的形式如下的项,其中为自然数1,2,...,n的一个排列,t为这个排列的逆序数.由于这样的排列共有n!个,这n!项的代数和称为n阶行列式
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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