记住经典的斐波拉契递归和阶乘递归转换为while规律.它为实现更复杂转换提供了启发性思路. # 斐波拉契--树形递归 def fab(n): if n<3: return n return fab(n-1)+fab(n-2) def wfab(n): stacks=[(0,n,None)] while stacks: stg,n,value=stacks.pop() if stg==0: if n<3: res=n else: stacks.append((1,n,None)) stacks.
import java.util.Scanner; public class Factorial { public static void main(String[] args) { Scanner sc = new Scanner(System.in); int n; while (true) { System.out.print("请输入一个正整数(输入0退出循环):"); try { n = sc.nextInt(); } catch (Exception e) { System
22 [程序 22 递归求阶乘] 题目:利用递归方法求 5!. 程序分析:递归公式:fn=fn_1*4! package cskaoyan; public class cskaoyan22 { @org.junit.Test public void recursion() { long number = 5; System.out.println(factorial(number)); } private long factorial(long number) { if (number == 1
package main import "fmt" func factorialFor(num int) (ret int) { // 循环求阶乘 ret = 1 for i := 1; i <= num; i++ { ret *= i } return } func factorialRecursion(num int) int { // 递归求阶乘 if num == 0{ return 1 } return num * factorialRecursion(num - 1)
函数调用自身 求1-100的和 var sum = 0; for(var i = 1; i<=100; i++){ sum += i } console.log(sum) //自己写的递归 var sum = 0;var i = 1;function fn(){ sum += i; if(i==100){ return sum; } i++; fn(); //arguments.callee(); 指向函数本身}fn();
for /r %%i in (*.js) do type "%%i">>xxx-all.js java -jar yuicompressor.jar --type js --charset utf- -o xxx-min.js xxx-all.js 第一句意思是合并当前目录和子目录的全部js文件,输出为xxx-all.js 第二句结合yuicompressor,把js最小化