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leetcode's Introduction

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📓 LeetCode 笔记

本笔记适用于目标在于掌握基础算法的工程师

There are problems in leetcode, most of code are C++ and Javascript, and I will keep
updating every day, just for learning how to improve coding skill. And I will also
collect some good articles about data structure and algorithm.

简介

力扣常见考察的知识点大概有十几种,包括:二分,滑动窗口,双指针,单调栈(单调队列),链表,二叉树,字符串处理,dfs + 回溯,并查集,动态规划,贪心,位运算, 数论(质数、约数、欧拉函数、欧几里得算法、**剩余定理、简单博弈论等),图论(dfs、bfs、flood fill、拓扑排序、二分染色、最短路、最小生成树等)

系统性地学习算法会有事半功倍的效果,于是我归纳了一些基础算法的知识点,并对力扣上的相关题目进行了整理

本项目的目的,是希望帮助大家了解一些基础算法,并掌握其代码模板,快速解决掉一些基本的算法问题。

读者可以根据自己的需要阅读,希望能够对您有所帮助,有何不足之处请多指正!

我的力扣主页

访问我的电子书《从零开始学算法》,获取更好的阅读体验

♨️ 导图

原图链接

simple-algorithm

🙉 说明

  • 本项目题目来源:力扣(LeetCode)
  • 题目著作权归力扣(LeetCode) 所有。商业转载请联系官方授权,非商业转载请注明出处。
  • 题解语言不限,专注于算法实现

🌲 目录

.
├── algorithms        -- 题目解析列表
│   ├── 1-100         -- 按题号分类
│   ├── ...
├── playground        -- 算法模板
├── script            -- 自动化脚本
├── workspace         -- 工作目录
├── README.md         -- README文件
├── TOC-By-ID.md      -- 按题号查看目录
└── TOC-By-Tag.md     -- 按分类查看目录

部署

node script deploy.sh

 

🔐 Problems & Solutions

完成进度(1142🔑/ 2975🔒)

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leetcode's Issues

单调栈-1.4板子题-1.4.2代码实现有错误

感觉大佬的算法教程。
我在学习单调栈的时候,发现1.4板子题-1.4.2代码实现有错误。运行结果和样例的结果不一致
void sumSubarrayMins(vector &A) {
int n = A.size();
vector lmin(n, -1);
vector rmin(n, -1);
stack stk; // 单调递增栈
for (int i = 0; i < A.size(); i++) {
while (stk.size() && A[i] <= A[stk.top()]) {
rmin[stk.top()] = A[i];
stk.pop();
if (stk.size()) lmin[i] = A[stk.top()];
}
stk.push(i);
}
}

此处的if (stk.size()) lmin[i] = A[stk.top()];应该放在while循环外面,即

void sumSubarrayMins(vector &A) {
int n = A.size();
vector lmin(n, -1);
vector rmin(n, -1);
stack stk; // 单调递增栈
for (int i = 0; i < A.size(); i++) {
while (stk.size() && A[i] <= A[stk.top()]) {
rmin[stk.top()] = A[i];
stk.pop();
}
if (stk.size()) lmin[i] = A[stk.top()];
stk.push(i);
}
}

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