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Competitive-Coding
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2 Closest Points in 2D Plane (N log^2 N).cpp
2 Closest Points in 2D Plane (N log^2 N).cpp
2 Pointers (Two Pointers)
2 Pointers (Two Pointers)
2-SAT.cpp
2-SAT.cpp
BFS 2D
BFS 2D
BFS.cpp
BFS.cpp
BIT - Binary Indexed Tree (Fenwick Tree)
BIT - Binary Indexed Tree (Fenwick Tree)
Bridge Tree in Graph
Bridge Tree in Graph
Bridges in Graph
Bridges in Graph
Centroid Decomposition
Centroid Decomposition
Convex Hull (Dynamic)
Convex Hull (Dynamic)
Convex Hull (Graham's Scan)
Convex Hull (Graham's Scan)
DFS - Cycle Detection in Directed Graph
DFS - Cycle Detection in Directed Graph
DSU (Disjoint Set Union)
DSU (Disjoint Set Union)
DSU On Trees
DSU On Trees
Dijkstra.cpp
Dijkstra.cpp
Extended Euclidean Algorithm (Extensive)
Extended Euclidean Algorithm (Extensive)
Extra
Extra
FFT (Iterative)
FFT (Iterative)
FFT (Recursive)
FFT (Recursive)
FFT Applications
FFT Applications
Factorials with nCr
Factorials with nCr
Gaussian Elimination.cpp
Gaussian Elimination.cpp
Geometry
Geometry
Grundy Number (Nim Game)
Grundy Number (Nim Game)
Hashing (Strings)
Hashing (Strings)
Intervals Handling
Intervals Handling
KMP
KMP
Kruskal's MST
Kruskal's MST
LCA (with Time Traversal DFS)
LCA (with Time Traversal DFS)
Logical CF Problems
Logical CF Problems
Matching (Hopcroft-Karp) in Bipartite Graph
Matching (Hopcroft-Karp) in Bipartite Graph
Matrix Struct.cpp
Matrix Struct.cpp
MaxFlow - Push Relabel [V^2 sqrt(E)]
MaxFlow - Push Relabel [V^2 sqrt(E)]
MaxFlow - Push Relabel [V^3]
MaxFlow - Push Relabel [V^3]
Min Cost Max Flow - Dijkstra
Min Cost Max Flow - Dijkstra
Mo's Algorithm
Mo's Algorithm
Ordered Statistic Tree (PBDS)
Ordered Statistic Tree (PBDS)
Prim's MST.cpp
Prim's MST.cpp
README.md
README.md
Random Generator
Random Generator
Segment Tree
Segment Tree
Sparse Matrix (RMQ).cpp
Sparse Matrix (RMQ).cpp
Strongly Connected Component.cpp
Strongly Connected Component.cpp
Topological Sort
Topological Sort
Tree Construction with Specific Vertices
Tree Construction with Specific Vertices
Trie.cpp
Trie.cpp
Z Algorithm.cpp
Z Algorithm.cpp
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