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Minimum Spanning Tree and Disjoint Set and Problems

Minimum Spanning Tree and Disjoint Set and Problems

 
 

Problems on BFS and DFS

Problems on BFS and DFS

 
 

Shortest Path Algorithms and Problems

Shortest Path Algorithms and Problems

 
 

Topo Sort and Problems

Topo Sort and Problems

 
 

00. Introduction.java

00. Introduction.java

 
 

01. DFS of Graph.md

01. DFS of Graph.md

 
 

02. BFS of graph.md

02. BFS of graph.md

 
 

03. Detect cycle in an undirected graph.md

03. Detect cycle in an undirected graph.md

 
 

04. Detect cycle in a directed graph.md

04. Detect cycle in a directed graph.md

 
 

05. Topological sort.md

05. Topological sort.md

 
 

06. Find the number of islands.md

06. Find the number of islands.md

 
 

07. Implementing Dijkstra Algorithm.md

07. Implementing Dijkstra Algorithm.md

 
 

08. Minimum Swaps to Sort.md

08. Minimum Swaps to Sort.md

 
 

09. Strongly Connected Components (Kosaraju's Algo).md

09. Strongly Connected Components (Kosaraju's Algo).md

 
 

10. Shortest Source to Destination Path.md

10. Shortest Source to Destination Path.md

 
 

11. Find whether path exist.md

11. Find whether path exist.md

 
 

12. Minimum Cost Path.md

12. Minimum Cost Path.md

 
 

13. Circle of strings.md

13. Circle of strings.md

 
 

14. Floyd Warshall.md

14. Floyd Warshall.md

 
 

15. Alien Dictionary.md

15. Alien Dictionary.md

 
 

16. Snake and Ladder Problem.md

16. Snake and Ladder Problem.md

 
 

17. Number of Ways to Arrive at Destination.md

17. Number of Ways to Arrive at Destination.md

 
 

18. Number of Distinct Islands.md

18. Number of Distinct Islands.md

 
 

19. Number Of Islands.md

19. Number Of Islands.md

 
 

20. Shortest Distance in a Binary Maze.md

20. Shortest Distance in a Binary Maze.md

 
 

21. Hamiltonian Path.md

21. Hamiltonian Path.md

 
 

23. Rotton Oranges.md

23. Rotton Oranges.md

 
 

Connected Components and Traversal (BFS and DFS).md

Connected Components and Traversal (BFS and DFS).md

 
 

README.md

README.md

 
 

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Graph

image

image

Graph can be represented in 2 ways:

  • Adjacency Matrix : O(V^2)

image

  • Adjacency List : O(V+E)

image

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