Expand description
Shortest path algorithms.
Re-exports§
pub use a_star::AStarOutput;pub use a_star::a_star;pub use bellman_ford::BellmanFordOutput;pub use bellman_ford::bellman_ford;pub use bidijkstra::BiDijkstraOutput;pub use bidijkstra::bidirectional_dijkstra;pub use delta_stepping::DeltaSteppingOutput;pub use delta_stepping::delta_stepping;pub use dijkstra::DijkstraOutput;pub use dijkstra::dijkstra;pub use floyd_warshall::floyd_warshall;pub use johnson::johnson;pub use spfa::spfa;pub use transitive_closure::TransitiveClosure;pub use transitive_closure::transitive_closure;pub use transitive_closure::transitive_closure_bfs;pub use transitive_reduction::transitive_reduction;pub use yen_k_shortest::YenPath;pub use yen_k_shortest::yen_k_shortest_paths;pub use zero_one_bfs::ZeroOneBfsOutput;pub use zero_one_bfs::zero_one_bfs;
Modules§
- a_star
- A* search with admissible heuristic.
- bellman_
ford - Bellman-Ford single-source shortest path with negative-cycle detection.
- bidijkstra
- Bidirectional Dijkstra (meet in the middle).
- delta_
stepping - Delta-stepping single-source shortest paths (Meyer & Sanders 2003).
- dijkstra
- Binary-heap Dijkstra single-source shortest path. Rejects negative weights.
- floyd_
warshall - Floyd-Warshall all-pairs shortest path. O(V^3).
- johnson
- Johnson’s algorithm: all-pairs shortest path via reweighting (Bellman-Ford then Dijkstra).
- spfa
- Shortest Path Faster Algorithm (queue-based Bellman-Ford variant).
- transitive_
closure - Transitive closure of a directed graph.
- transitive_
reduction - Transitive reduction of a directed acyclic graph.
- yen_
k_ shortest - Yen’s K-shortest loopless paths via deviation method.
- zero_
one_ bfs - 0-1 BFS — single-source shortest paths on graphs whose edge weights are
restricted to
{0, 1}.