find the greatest common divisor
function gcd(a, b)
if b =
return a
else
return gcd(b, a mod b)
find the greatest common divisor的更多相关文章
- [UCSD白板题] Greatest Common Divisor
Problem Introduction The greatest common divisor \(GCD(a, b)\) of two non-negative integers \(a\) an ...
- greatest common divisor
One efficient way to compute the GCD of two numbers is to use Euclid's algorithm, which states the f ...
- 最大公约数和最小公倍数(Greatest Common Divisor and Least Common Multiple)
定义: 最大公约数(英语:greatest common divisor,gcd).是数学词汇,指能够整除多个整数的最大正整数.而多个整数不能都为零.例如8和12的最大公因数为4. 最小公倍数是数论中 ...
- 845. Greatest Common Divisor
描述 Given two numbers, number a and number b. Find the greatest common divisor of the given two numbe ...
- hdu 5207 Greatest Greatest Common Divisor 数学
Greatest Greatest Common Divisor Time Limit: 1 Sec Memory Limit: 256 MB 题目连接 http://acm.hdu.edu.cn/ ...
- LeetCode 1071. 字符串的最大公因子(Greatest Common Divisor of Strings) 45
1071. 字符串的最大公因子 1071. Greatest Common Divisor of Strings 题目描述 对于字符串 S 和 T,只有在 S = T + ... + T(T 与自身连 ...
- 【Leetcode_easy】1071. Greatest Common Divisor of Strings
problem 1071. Greatest Common Divisor of Strings solution class Solution { public: string gcdOfStrin ...
- 2018CCPC桂林站G Greatest Common Divisor
题目描述 There is an array of length n, containing only positive numbers.Now you can add all numbers by ...
- upc组队赛17 Greatest Common Divisor【gcd+最小质因数】
Greatest Common Divisor 题目链接 题目描述 There is an array of length n, containing only positive numbers. N ...
- leetcode 1071 Greatest Common Divisor of Strings
lc1071 Greatest Common Divisor of Strings 找两个字符串的最长公共子串 假设:str1.length > str2.length 因为是公共子串,所以st ...
随机推荐
- linux-c/c++调试利器gdb、ddd小试
linux-c/c++调试利器gdb.ddd小试 原文链接: http://deepfuture.iteye.com/blog/749148 博客分类: C++/C/lisp CC++C#LinuxU ...
- try{}catch{}finally{}的手记
try{ System.out.println("执行try"); int = 6 / 0; return 1; }catch(Exception e){ System.out.p ...
- caffe编译出现的新错误
1.include/caffe/blob.hpp:9:34: fatal error: caffe/proto/caffe.pb.h: No such file or directory #inclu ...
- linux下安装php的mcrypt拓展
安装步骤: 1,#wget http://museum.php.net/php5/php-5.3.3.tar.gz 2,解压:#tar -zxvf php-5.3.3.tar.gz 3,#cd ...
- iOS开发加快审核app
实现app加快审核的步骤: 1.https://developer.apple.com/contact/进入这个网址点击App Store下的Expediting an App Review进入这个页 ...
- 《JS中的面向对象技术》
内容要点: 1.什么是对象:JS权威指南学习总结-第六章 ,(有句话:一切都是对象) 2.什么面向对象 使用对象时,只关注对象提供的功能,不关注其内部细节,比如jQuery.面向对象是一种通用思想,并 ...
- a标签href跳转---传值---禁止单引号
禁止加单引号1 href传参的值 (&t_type='航班') 错误 <a href="check_apply?applyid=<?=$applyid?>&am ...
- Python之生产者&、消费者模型
多线程中的生产者和消费者模型: 生产者和消费者可以用多线程实现,它们通过Queue队列进行通信. import time,random import Queue,threading q = Queue ...
- Linux中kettle连接hadoop并传数据(5)
http://wiki.pentaho.com/display/BAD/Loading+Data+into+HDFS 新建job
- tomcat的事件监听
//事件涉及的三个组件:事件源.事件对象.事件监听器 //一个总的事件监听器接口,所有不同分类的事件监听器都继承这个接口 public interface EventListener {} //例如 ...