Skip to content
Navigation Menu
Sign in
Appearance settings
Platform
AI CODE CREATION
GitHub Copilot
Write better code with AI
GitHub Copilot app
Direct agents from issue to merge
MCP Registry
Integrate external tools
DEVELOPER WORKFLOWS
Actions
Automate any workflow
Codespaces
Instant dev environments
Issues
Plan and track work
Code Review
Manage code changes
Code Quality
Enforce quality at merge
APPLICATION SECURITY
GitHub Advanced Security
Find and fix vulnerabilities
Code security
Secure your code as you build
Secret protection
Stop leaks before they start
EXPLORE
Why GitHub
Documentation
Blog
Changelog
Marketplace
View all features
Solutions
BY COMPANY SIZE
Enterprises
Small and medium teams
Startups
Nonprofits
BY USE CASE
App Modernization
DevSecOps
DevOps
CI/CD
View all use cases
BY INDUSTRY
Healthcare
Financial services
Manufacturing
Government
View all industries
View all solutions
Resources
EXPLORE BY TOPIC
AI
Software Development
DevOps
Security
View all topics
EXPLORE BY TYPE
Customer stories
Events & webinars
Ebooks & reports
Business insights
GitHub Skills
SUPPORT & SERVICES
Documentation
Customer support
Community forum
Trust center
Partners
View all resources
Open Source
COMMUNITY
GitHub Sponsors
Fund open source developers
PROGRAMS
Security Lab
Maintainer Community
GitHub Stars
Archive Program
REPOSITORIES
Topics
Trending
Collections
Enterprise
ENTERPRISE SOLUTIONS
Enterprise platform
AI-powered developer platform
AVAILABLE ADD-ONS
GitHub Advanced Security
Enterprise-grade security features
Copilot for Business
Enterprise-grade AI features
Premium Support
Enterprise-grade 24/7 support
Pricing
Search
/
Sign in
Sign up
Appearance settings
You signed in with another tab or window.
Reload
to refresh your session.
You signed out in another tab or window.
Reload
to refresh your session.
You switched accounts on another tab or window.
Reload
to refresh your session.
Dismiss alert
{{ message }}
LLLLLei073
/
Algorithm
Public
forked from
HuangShuaiLin/Algorithm
Notifications
You must be signed in to change notification settings
Fork
0
Star
0
Code
Pull requests
0
Actions
Projects
Security and quality
0
Insights
Additional navigation options
Code
Pull requests
Actions
Projects
Security and quality
Insights
main
Branches
Tags
Go to file
Code
Open more actions menu
Latest commit
History
18 Commits
18 Commits
Folders and files
Name
Name
Last commit message
Last commit date
其他
其他
图论
图论
字符串
字符串
数学
数学
数据结构
数据结构
BST二叉搜索树.cpp
BST二叉搜索树.cpp
HDU3062,2-SAT模板 O(N+E)注意后续dfn.cpp
HDU3062,2-SAT模板 O(N+E)注意后续dfn.cpp
KMP算法模板O(N),求两个字符串中,模式串在文本串中是否存在或有多少个。还有串前缀和后缀的最大长度.cpp
KMP算法模板O(N),求两个字符串中,模式串在文本串中是否存在或有多少个。还有串前缀和后缀的最大长度.cpp
Kahn算法,拓扑排序模板,复杂度O(N+E).cpp
Kahn算法,拓扑排序模板,复杂度O(N+E).cpp
Kosaraju算法+DAG+缩点+DP.O(n+m).cpp
Kosaraju算法+DAG+缩点+DP.O(n+m).cpp
Kosaraju算法+检查有向图联通性,查强连通分量个数,O(n+m).cpp
Kosaraju算法+检查有向图联通性,查强连通分量个数,O(n+m).cpp
LCA--ST表的实现nlogn预处理+logn查询.cpp
LCA--ST表的实现nlogn预处理+logn查询.cpp
Miller-Rabin算法判断大整数是不是素数复杂度O(Tk(logn)^3).cpp
Miller-Rabin算法判断大整数是不是素数复杂度O(Tk(logn)^3).cpp
README.md
README.md
Tarjon算法,求强连通分量+缩点 复杂度O(N+M).cpp
Tarjon算法,求强连通分量+缩点 复杂度O(N+M).cpp
Welcome.html
Welcome.html
index.html
index.html
二分图匈牙利算法求最大匹配,复杂度O(NE),dfs试错匹配.cpp
二分图匈牙利算法求最大匹配,复杂度O(NE),dfs试错匹配.cpp
倍增算法+RMQ+ST表模板(NlogN预处理)O(1)查表,处理区间最大最小值查询多的情况.cpp
倍增算法+RMQ+ST表模板(NlogN预处理)O(1)查表,处理区间最大最小值查询多的情况.cpp
区间dp模板.cpp
区间dp模板.cpp
字典树、前缀树.cpp
字典树、前缀树.cpp
并查集.cpp
并查集.cpp
快速排序.cpp
快速排序.cpp
扩展欧几里得.cpp
扩展欧几里得.cpp
树状数组模板.cpp
树状数组模板.cpp
树链剖分
树链剖分
牛客小Why的密码,用Hash表的存储方式构造自己的进制并用预处理前缀和与value次方实现O(1)访问,然后用双编码map存储以防碰撞.cpp
牛客小Why的密码,用Hash表的存储方式构造自己的进制并用预处理前缀和与value次方实现O(1)访问,然后用双编码map存储以防碰撞.cpp
矩阵快速幂.cpp
矩阵快速幂.cpp
线段树+.cpp
线段树+.cpp
线段树.cpp
线段树.cpp
View all files
Repository files navigation
README
More
items
如果算法对你有帮助觉得能用,那就在比赛前打印下来。
About
I am a beginner,BUT WANT TO BE A LENGEND
Resources
Readme
Activity
Stars
0
stars
Watchers
0
watching
Forks
0
forks
Report repository
Releases
Packages
Contributors
Languages
You can’t perform that action at this time.