User:Rogério Brito/Books/(Combinatorial) Graph algorithms
 | The Wikimedia Foundation's book rendering service has been withdrawn. Please upload your Wikipedia book to one of the external rendering services. |
 | You can still create and edit a book design using the Book Creator and upload it to an external rendering service:
|
| This user book is a user-generated collection of Wikipedia articles that can be easily saved, rendered electronically, and ordered as a printed book. If you are the creator of this book and need help, see Help:Books (general tips) and WikiProject Wikipedia-Books (questions and assistance). Edit this book: Book Creator · Wikitext Order a printed copy from: PediaPress [ About ] [ Advanced ] [ FAQ ] [ Feedback ] [ Help ] [ WikiProject ] [ Recent Changes ] | ||||||||
(Combinatorial) Graph algorithms
- Graph search problem and basic algorithms
- Graph traversal
- Tree traversal
- Search algorithm
- Breadth-first search
- Depth-first search
- Eulerian path
- Bridge (graph theory)
- More specialized search algorithms
- Depth-limited search
- Iterative deepening depth-first search
- Lexicographic breadth-first search
- Uniform-cost search
- Graph search applications
- Bipartite graph
- Connected component (graph theory)
- Biconnected component
- Strongly connected component
- Kosaraju's algorithm
- Tarjan's strongly connected components algorithm
- Path-based strong component algorithm
- 2-satisfiability
- Shortest-path algorithms
- Shortest path problem
- Shortest path tree
- Dijkstra's algorithm
- Floyd–Warshall algorithm
- Bellman–Ford algorithm
- Johnson's algorithm
- Shortest-path applications
- Transitive closure
- Spanning trees
- Minimum spanning tree
- Kruskal's algorithm
- Prim's algorithm
- Borůvka's algorithm
- Reverse-delete algorithm
- Network flows
- Flow network
- Maximum flow problem
- Circulation problem
- Ford–Fulkerson algorithm
- Edmonds–Karp algorithm
- Dinic's algorithm
- Push–relabel maximum flow algorithm
- Minimum-cost flow problem
- Nowhere-zero flow
- Multi-commodity flow problem
- Applications of maximum-flow
- Max-flow min-cut theorem
- Menger's theorem
- König's theorem (graph theory)
- Hopcroft–Karp algorithm
- Blossom algorithm
- Karger's algorithm
- Programming paradigms
- Greedy algorithm
- Dynamic programming
- Hill climbing
- Memoization
- Supplementary topics
- Modular decomposition