栈的实现,多加了一个最小值的获取

class MinStack {
public:
struct Node {
int nNum;
int nMinNum;
Node* pNext;
Node() {
pNext = nullptr;
}
};
/** initialize your data structure here. */
MinStack() {
m_pHead = nullptr;
} ~MinStack() {
while(m_pHead != nullptr) {
Node* pTmp = m_pHead;
m_pHead = m_pHead->pNext;
delete pTmp;
pTmp = nullptr;
}
} void push(int x) {
if(m_pHead == nullptr) {
m_pHead = new Node;
m_pHead->pNext = nullptr;
m_pHead->nMinNum = x;
}
else {
Node* pTmp = new Node;
pTmp->nMinNum = m_pHead->nMinNum;
pTmp->pNext = m_pHead;
m_pHead = pTmp;
if(m_pHead->nMinNum > x) {
m_pHead->nMinNum = x;
}
}
m_pHead->nNum = x;
} void pop() {
if(m_pHead != nullptr) {
Node* pTmp = m_pHead;
m_pHead = m_pHead->pNext;
delete pTmp;
pTmp = nullptr;
}
} int top() {
if(m_pHead != nullptr) {
return m_pHead->nNum;
}
return ;
} int getMin() {
return m_pHead->nMinNum;
} protected:
Node* m_pHead;
};

可关注公众号了解更多的面试技巧

LeetCode_155-Min Stack的更多相关文章

  1. [LintCode] Min Stack 最小栈

    Implement a stack with min() function, which will return the smallest number in the stack. It should ...

  2. [CareerCup] 3.2 Min Stack 最小栈

    3.2 How would you design a stack which, in addition to push and pop, also has a function min which r ...

  3. leetcode 155. Min Stack --------- java

    Design a stack that supports push, pop, top, and retrieving the minimum element in constant time. pu ...

  4. Min Stack [LeetCode 155]

    1- 问题描述 Design a stack that supports push, pop, top, and retrieving the minimum element in constant ...

  5. Min Stack

    Min Stack Design a stack that supports push, pop, top, and retrieving the minimum element in constan ...

  6. Java [Leetcode 155]Min Stack

    题目描述: Design a stack that supports push, pop, top, and retrieving the minimum element in constant ti ...

  7. 155. Min Stack

    题目: Design a stack that supports push, pop, top, and retrieving the minimum element in constant time ...

  8. leetCode Min Stack解决共享

    原标题:https://oj.leetcode.com/problems/min-stack/ Design a stack that supports push, pop, top, and ret ...

  9. LeetCode算法题-Min Stack(Java实现)

    这是悦乐书的第177次更新,第179篇原创 01 看题和准备 今天介绍的是LeetCode算法题中Easy级别的第36题(顺位题号是155).设计一个支持push,pop,top和在恒定时间内检索最小 ...

  10. leetcode 155. Min Stack 、232. Implement Queue using Stacks 、225. Implement Stack using Queues

    155. Min Stack class MinStack { public: /** initialize your data structure here. */ MinStack() { } v ...

随机推荐

  1. SpringBoot初体验之整合SpringMVC

    作为开发人员,大家都知道,SpringBoot是基于Spring4.0设计的,不仅继承了Spring框架原有的优秀特性,而且还通过简化配置来进一步简化了Spring应用的整个搭建和开发过程.另外Spr ...

  2. IP地址和int互转

    /** * @author: yqq * @date: 2019/5/8 * @description: ip地址与int之间互换 * https://mp.weixin.qq.com/s?__biz ...

  3. Winforn中DevExpress的TreeList中显示某路径下的所有目录和文件(附源码下载)

    场景 Winform中DevExpress的TreeList的入门使用教程(附源码下载): https://blog.csdn.net/BADAO_LIUMANG_QIZHI/article/deta ...

  4. 由于找不到opencv_world***d.dl,无法继续执行代码。重新安装程序可能会解决此问题。关于opencv使用imshow函数闪退解决方法等问题

    1.将缺失的文件放到程序根目录的debug中 2.将Debug x64下的附加依赖项改为只有后缀为d.lib的那个库文件,去除另一个,问题就这么解决了,虽然我也不知道加上另一个为什么就会闪退

  5. 使用python合并excel

    当工作碰到需要将几个excel合并时,比如一个表,收集每个人的个人信息,陆续收回来就是十几张甚至几十张表,少了还好解决,但是很多的话就不能一个一个去复制了,这时候就想到了python,Python大法 ...

  6. python安装第三方包的安装路径, dist-packages和site-packages区别

    简单来说 如果是系统自带的python,会使用dist-packages目录 如果你手动安装python,它会直接使用目录site-packages 这允许你让两个安装隔离开来 dist-packag ...

  7. IDEA远程debug线上项目(实操版)

    # 1.在服务器上 tomcat 的 bin目录下找到并打开 catalina.sh 在文件中搜索: ``` JPDA_ADDRESS= ``` 找一个服务器上没有被使用的端口,填入,如50005,保 ...

  8. [Linux] telnet 具体到某个端口Connection refused

    可以参考这个链接:https://q.cnblogs.com/q/106337/

  9. 自定义 Alamofire 的 response serializer

    Alamofire 的 DataRequest 类针对二进制数据.字符串.json.属性列表提供了一系列方便解析的方法(内部实际上使用的是 Response Serializer),现在我们要针对服务 ...

  10. C++:Memory Management

    浅谈C++内存管理 new和delete 在C++中,我们习惯用new申请堆中的内存,配套地,使用delete释放内存. class LiF; LiF* lif = new LiF(); // 分配内 ...