这就是数学中的 A m n 的选取. 共有 m!/n!种可能.. 同样举一个例子吧.. 从12345这五个数字中随机选取3个数字,要求选出来的这三个数字是有序,也就是说从12345中选出来的是123这三个数的话,那么就有 123,132,312,321,213,231 这六种可能.. 好了.废话不多说了,上程序,解释写在城市的注释里. //A53 //排序,12345找出所有的排序组合 public class Test7 { static char[] ch; static String
[本文出自天外归云的博客园] 题1:求m以内的素数(m>2) def find_all_primes_in(m): def prime(num): for i in range(2, num): if divmod(num, i)[1] == 0: return False return True print([i for i in range(2, m + 1) if prime(i)]) if __name__ == '__main__': find_all_primes_in(100) 我
import random M= lettList=[] for i in range(M): lettList.append(chr(random.randrange(,))) for lett in lettList: print("{}:{}".format(lettList.index(lett),lett)) # 冒泡排序 ): -i): ]: lettList[j] , lettList[j + ]=lettList[j + ],lettList[j] print(&quo
方法一: >>> mylist = [1,2,2,2,2,3,3,3,4,4,4,4] >>> myset = set(mylist) >>> for item in myset: print("the %d has found %d" %(item,mylist.count(item))) the 1 has found 1 the 2 has found 4 the 3 has found 3 the 4 has found 4