1. Runtime: O(n) — Moore voting algorithm: We maintain a current candidate and a counter initialized to 0. As we iterate the array, we look at the current element x:
      1. If the counter is 0, we set the current candidate to x and the counter to 1.
      2. If the counter is not 0, we increment or decrement the counter based on whether x is the current candidate.

      After one pass, the current candidate is the majority element. Runtime complexity = O(n).

find the majority element的更多相关文章

  1. [LeetCode] Majority Element II 求众数之二

    Given an integer array of size n, find all elements that appear more than ⌊ n/3 ⌋ times. The algorit ...

  2. [LeetCode] Majority Element 求众数

    Given an array of size n, find the majority element. The majority element is the element that appear ...

  3. 【leetcode】Majority Element

    题目概述: Given an array of size n, find the majority element. The majority element is the element that ...

  4. ✡ leetcode 169. Majority Element 求出现次数最多的数 --------- java

    Given an array of size n, find the majority element. The majority element is the element that appear ...

  5. (Array)169. Majority Element

    Given an array of size n, find the majority element. The majority element is the element that appear ...

  6. LeetCode 169. Majority Element

    Given an array of size n, find the majority element. The majority element is the element that appear ...

  7. [UCSD白板题] Majority Element

    Problem Introduction An element of a sequence of length \(n\) is called a majority element if it app ...

  8. Leetcode # 169, 229 Majority Element I and II

    Given an array of size n, find the majority element. The majority element is the element that appear ...

  9. LeetCode【169. Majority Element】

    Given an array of size n, find the majority element. The majority element is the element that appear ...

  10. 【10_169】Majority Element

    今天遇到的题都挺难的,不容易有会做的. 下面是代码,等明天看看Discuss里面有没有简单的方法~ Majority Element My Submissions Question Total Acc ...

随机推荐

  1. 对dpkg: error processing package xxx (--configure) 的处理

    这个问题是在在安装Deepdive时候碰到的,具体来说在执行 sudo apt-get update碰到的sudo mv /var/lib/dpkg/info/ /var/lib/dpkg/info_ ...

  2. s14 第5天 时间模块 随机模块 String模块 shutil模块（文件操作） 文件压缩（zipfile和tarfile）shelve模块 XML模块 ConfigParser配置文件操作模块 hashlib散列模块 Subprocess模块（调用shell） logging模块 正则表达式模块 r字符串和转译

    时间模块 time datatime time.clock(2.7) time.process_time(3.3) 测量处理器运算时间,不包括sleep时间 time.altzone 返回与UTC时间 ...

  3. python密码强口令检测

    主要就是输入判断检测,以及一些正则的学习.刚开始玩python项目,代码写的不好.我以前玩C的!! 代码的价值与其是否能够实现功能等价! #密码输入检测 密码长度不少于8个字符,而且必须包含大写/小写 ...

  4. Java Method Logging with AOP and Annotations

    Sometimes, I want to log (through slf4j and log4j) every execution of a method, seeing what argument ...

  5. MySQL字段自增自减的SQL语句

    MySQL的自增语句大家应该都很熟悉 也很简单 update `info` set `comments` = `comments`+1 WHERE `id` = 32 这样就可以了,但是有时候我们会涉 ...

  6. 草料生成app自动下载的二维码

    草料官网http://cli.im/app 填写iOS和安卓的appid就好了

  7. JS复习第五章

    第五章 引用类型 一.Object类型 创建object实例的方式有两种. 第一种是使用new操作符后跟object构造函数,如下所示: ver person = new Object( ) ; pe ...

  8. CABasicAnimation 几种停止的回调

    一.编写一个简单的动画,使一个UIview从屏幕的左上角移动到左下角,间隔时间3S // // ViewController.m // CAAnimationTest // // Created by ...

  9. [ An Ac a Day ^_^ ] UVALive 7270 Osu! Master

    2015icpc北京区域赛的签到题 还是很签到的 一次就过了 题意呢 就是统计B C后最长上升序列还有S的个数 当然B C要被S分割开…… /* *************************** ...

  10. WTL版本ACEdit控件，改写自MFC版，附带源码

    自动完成是个很酷也很实用的功能,比如在浏览器地址栏输入几个字母,相关的记录就会在下拉框中陈列出来. 最近在做公司产品UI部分的改善,原版本是MFC做的,我决定用WTL,于是就遇到自动完成控件的问题.遍 ...