Welcome to The 50 Shades Of Graphs
Problems:
- Articulations point of a graph. click here
- Bridges in a graph
- Minimum Spanning Tree. (With a simple example)
- Maximum Spanning Tree. (With a simple example)
- DFS (With a simple example)
- BFS (With a simple example)
- Vertex Coloring
- how many unique colors so that no two adjacent vertices get same color
- check if a graph is bi-colorable/bipartite graph
- Minimum color needs to color US map
- Grouping people to avoid enemies.
- Floyd–Warshall shortest path algorithm
- Dijkstra shortest path algorithm
- Travelling Salesman problem
- check if a graph is a tree
- Diameter of a tree
- Minimum Vertex cover of a graph
- Minimum Vertex cover of a tree
- Quadtree
- Bellman ford algorithm
- Directed Acyclic Graph (DAG)
- Edge covering
- Flood-Fill algorithm
- Hamilton cycle
- Euler circuit
- Strongly Connected Components in a graph
- Lowest Common Ancestor (LCA) in a tree
- in a binary tree
- Dynamic programming in Tree
- Topological sort
- Min Cost Min flow problem (MCMF)
- Stable marriage problem/ Maximum matching problem
- Tree Isomorphism
- Union find with path compression
- Centroid of a tree
- Shortest Path Faster Algorithm when number of edges (m) = O(n^2). n = number of vertices
- Find arbitrage in a graph.
- Detecting Knots in a graph. Here is a reference for us: https://greenteapress.com/complexity/html/thinkcomplexity014.html
- Minimum Number of press needed to turn off all the lights. It is represented by a matrix like [[0,0],[0,1]], answer is 3 in this case.
Articulations point of a graph
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