aaarticlea/png;base64,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" alt="" />

 public int singleNumber(int[] A) {
int s=0;
for(int i=0;i<A.length;i++){
s=s^A[i];
}
return s;
}

leetcode--012 single number I的更多相关文章

  1. Leetcode 137 Single Number II 仅出现一次的数字

    原题地址https://leetcode.com/problems/single-number-ii/ 题目描述Given an array of integers, every element ap ...

  2. leetcode 136 Single Number, 260 Single Number III

    leetcode 136. Single Number Given an array of integers, every element appears twice except for one. ...

  3. LeetCode 260. Single Number III(只出现一次的数字 III)

    LeetCode 260. Single Number III(只出现一次的数字 III)

  4. LeetCode 137. Single Number II(只出现一次的数字 II)

    LeetCode 137. Single Number II(只出现一次的数字 II)

  5. LeetCode 136. Single Number(只出现一次的数字)

    LeetCode 136. Single Number(只出现一次的数字)

  6. LeetCode 137 Single Number II(仅仅出现一次的数字 II)(*)

    翻译 给定一个整型数组,除了某个元素外其余的均出现了三次. 找出这个元素. 备注: 你的算法应该是线性时间复杂度. 你能够不用额外的空间来实现它吗? 原文 Given an array of inte ...

  7. LeetCode 136 Single Number(仅仅出现一次的数字)

    翻译 给定一个整型数组,除了某个元素外其余元素均出现两次. 找出这个仅仅出现一次的元素. 备注: 你的算法应该是一个线性时间复杂度. 你能够不用额外空间来实现它吗? 原文 Given an array ...

  8. [LeetCode] 136. Single Number 单独数

    Given a non-empty array of integers, every element appears twice except for one. Find that single on ...

  9. [LeetCode] 137. Single Number II 单独数 II

    Given a non-empty array of integers, every element appears three times except for one, which appears ...

  10. [LeetCode] 260. Single Number III 单独数 III

    Given an array of numbers nums, in which exactly two elements appear only once and all the other ele ...

随机推荐

  1. HTTP代理浅说

    简单的说HTTP代理就是处于HTTP客户端和服务器端之间,中转消息的中间人. 一种代理是代客户端去请求服务器,叫做Forward Proxy正向代理:另一种是代理真正的服务器来接收用户请求,叫做Rev ...

  2. Android Studio 提示Error running app: No Android facet found for app

    错误解决办法如下: 可以通过以下几个步骤解决该问题: 1) 点击菜单File -> 选择Project Structure, 或使用快捷键 (Ctrl+Alt+Shift+S) 打开”Proje ...

  3. typedef void far *LPVOID 的具体定义

    首先这里的far,在32位系统已经废除不用了.它是C/C++语言在16位系统中用以标明指针是个远指针的修饰符. 远指针是说指针所指向的地址已经超出了64K(2的十六次方),所以需要使用DS加偏移量的方 ...

  4. VNC轻松连接远程Linux桌面

    VNC连接Linux桌面,要想连接Linux远程桌面,按照下面的步骤,非常简单.快速,Linux配置VNC(以RedHat.CentOS.Fedora系列为例). 工具/原料 Linux平台安装VNC ...

  5. hprof网络连接

    demo/jvmti/hprof/tt/manual.htmlnc -l -k 12321 java -agentpath:./demo/jvmti/hprof/lib/libhprof.so=net ...

  6. gridview中button事件处理

    http://msdn.microsoft.com/zh-cn/library/bb907626.aspx 再结合如下: protected void GridView1_RowCommand(obj ...

  7. cc2530 T3定时器控制引脚P1_1的亮灭

    /**************************************************************************** * 文 件 名: main.c * 作 者: ...

  8. HDU 4115 Eliminate the Conflict

    2-SAT,拆成六个点. #include<cstdio> #include<cstring> #include<cmath> #include<stack& ...

  9. Linux操作系统入门教程

    http://www.linuxidc.com/Linux/2015-07/120815p8.htm

  10. HDU 5487 Difference of Languages(BFS)

    HDU 5487 Difference of Languages 这题从昨天下午2点开始做,到现在才AC了.感觉就是好多题都能想出来,就是写完后debug很长时间,才能AC,是不熟练的原因吗?但愿孰能 ...