搜索资源列表
QuanPaiLie
- 给出一组数的全排列 如1,2,3给出 123,321,312-is a group of the whole arrangement is 123,321,312 as 1,2,3
QuanPaiLie
- 求几个元素全排列的情况，本程序是三个元素，运行后将全排列的结果显示出来
quanpailie全排列
- 此程序完成全排列问题，大家可以讨论学习。-this with the whole procedure is completed, we can discuss learning.
QuanPaiLie
- 给出一组数的全排列 如1,2,3给出 123,321,312-is a group of the whole arrangement is 123,321,312 as 1,2,3
quanpailie全排列
- 此程序完成全排列问题，大家可以讨论学习。-this with the whole procedure is completed, we can discuss learning.
QuanPaiLie
- 求几个元素全排列的情况，本程序是三个元素，运行后将全排列的结果显示出来-For several elements of the whole array of circumstances, this procedure is the three elements, will run the entire array of the results are displayed
QuanPaiLie
- 这是用VC实现的全排列递归排序。算法中perm(list,k,m)递归的产生所有前缀是list[0:k-]的全排列的所有排列。-This is achieved using VC-wide with recursive sort. Algorithm perm (list, k, m) all have a recursive prefix is a list [0: k-] of the whole order of all orde
quanpailie.Rar
- 分析：用N进制的方法吧。设一个N个单元的数组，对第一个单元做加一操作，满N进 一。每加一次一就判断一下各位数组单元有无重复，有则再转回去做加一操作，没有则说明得到了一个排列方案。 -Analysis: N-band approach with it. A N-unit array, and add a unit to do one operation, over N into one. Add 1 each time you
quanpailie
- 递归算法 功能能够实现对一个集合的所有排列进行输出-Recursive algorithm of a function can be achieved with a collection for all the output
quanpailie
- 全排列的生成算法就是对于给定的字符集，用有效的方法将所有可能的全排列无重复无遗漏地枚举出来。任何n个字符集的排列都可以与1～n的n个数字的排列一一对应，因此在此就以n个数字的排列为例说明排列的生成法。 -The generation algorithm is the full array for a given character set, using an effective method of the full array o
quanpailie
- 本程序主要是实现数组的全排列，当用户输入一个数字串时，程序将打印出该数字串的所有组合-This program is mainly to achieve an array of full array, when a user enter a number string, the program will print out the number of strings of all the combinations
quanpailie
- 关于全排列的C语言程序,可在VC++6.0上直接执行-quanpailie
quanpailie
- 这是一个关于全排列的C++的程序，希望和大家交流一下。-This is a full array of C++ program, and you will exchange about.
quanpailie
- 这是我用插入法编的，绝对高效。没事可以试试，非常好用。-This is my code with the Insert method, the absolute efficiency. Nothing can try, very easy to use.
quanpailie
- 依次输入exchange swap tianchongJ即可，若想修改全排列矩阵的大小，可在MATLAB中打开tianchongJ修改J和N。 -Enter exchange swap tianchongJ in turn can, If you want to modify the full array matrix size can be modified in MATLAB to open tianchongJ J and N
quanpailie
- 通过字典排序法生成全排列 并对其进行检验，对全向置换进行计数-Sorting through the dictionary and its full array generated test on all counts to the replacement
quanpailie
- 递归求全排列。此程序完成了用递归求全排列。-Recursive perfectionist order. This process is complete array using recursive demand perfection.
quanpailie
- c++全排列算法，输入一组数显示其所有可能顺序的序列-Full alignment algorithm
quanpailie
- 利用C++实现的全排列生成算法~~实现数据全排列~-Permutations C++ implementation ~ ~ full array of the data ~