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549 | 549 | "title": "Class FordFulkersonMaxFlow<T, W> | Advanced Algorithms", |
550 | 550 | "keywords": "Class FordFulkersonMaxFlow<T, W> A ford-fulkerson max flox implementation on weighted directed graph using adjacency list representation of graph and residual graph. Inheritance Object FordFulkersonMaxFlow<T, W> Inherited Members Object.ToString() Object.Equals(Object) Object.Equals(Object, Object) Object.ReferenceEquals(Object, Object) Object.GetHashCode() Object.GetType() Object.MemberwiseClone() Namespace : Advanced.Algorithms.Graph Assembly : Advanced.Algorithms.dll Syntax public class FordFulkersonMaxFlow<T, W> where W : IComparable Type Parameters Name Description T W Constructors FordFulkersonMaxFlow(IFlowOperators<W>) Declaration public FordFulkersonMaxFlow(IFlowOperators<W> operator) Parameters Type Name Description IFlowOperators <W> operator Methods ComputeMaxFlow(IDiGraph<T>, T, T) Compute max flow by searching a path and then augmenting the residual graph until no more path exists in residual graph with possible flow. Declaration public W ComputeMaxFlow(IDiGraph<T> graph, T source, T sink) Parameters Type Name Description IDiGraph <T> graph T source T sink Returns Type Description W ComputeMaxFlowAndReturnFlowPath(IDiGraph<T>, T, T) Return all flow Paths. Declaration public List<List<T>> ComputeMaxFlowAndReturnFlowPath(IDiGraph<T> graph, T source, T sink) Parameters Type Name Description IDiGraph <T> graph T source T sink Returns Type Description List < List <T>>" |
551 | 551 | }, |
552 | | - "api/Advanced.Algorithms.Graph.HopcroftKarpMatching-1.html": { |
553 | | - "href": "api/Advanced.Algorithms.Graph.HopcroftKarpMatching-1.html", |
554 | | - "title": "Class HopcroftKarpMatching<T> | Advanced Algorithms", |
555 | | - "keywords": "Class HopcroftKarpMatching<T> Compute Max BiParitite Edges using Hopcroft Karp algorithm. Inheritance Object HopcroftKarpMatching<T> Inherited Members Object.ToString() Object.Equals(Object) Object.Equals(Object, Object) Object.ReferenceEquals(Object, Object) Object.GetHashCode() Object.GetType() Object.MemberwiseClone() Namespace : Advanced.Algorithms.Graph Assembly : Advanced.Algorithms.dll Syntax public class HopcroftKarpMatching<T> Type Parameters Name Description T Methods GetMaxBiPartiteMatching(IGraph<T>) Returns a list of Max BiPartite Match Edges. Declaration public List<MatchEdge<T>> GetMaxBiPartiteMatching(IGraph<T> graph) Parameters Type Name Description IGraph <T> graph Returns Type Description List < MatchEdge <T>>" |
556 | | - }, |
557 | 552 | "api/Advanced.Algorithms.Graph.html": { |
558 | 553 | "href": "api/Advanced.Algorithms.Graph.html", |
559 | 554 | "title": "Namespace Advanced.Algorithms.Graph | Advanced Algorithms", |
560 | | - "keywords": "Namespace Advanced.Algorithms.Graph Classes AllPairShortestPathResult<T, W> All pairs shortest path algorithm result object. AStarShortestPath<T, W> A* algorithm implementation using Fibonacci Heap. BellmanFordShortestPath<T, W> A Bellman Ford algorithm implementation. BiDirectional<T> A BiDirectional Path Search on DiGraph. BiPartiteMatching<T> Compute Max BiParitite Edges using Ford-Fukerson algorithm. BreadthFirst<T> Bread First Search implementation. Bridge<T> The bridge object. CycleDetector<T> Cycle detection using Depth First Search. DepthFirst<T> Depth First Search. DepthFirstTopSort<T> Find Toplogical order of a graph using Depth First Search. DijikstraShortestPath<T, W> A dijikstra algorithm implementation using Fibonacci Heap. EdmondKarpMaxFlow<T, W> An Edmond Karp max flow implementation on weighted directed graph using adjacency list representation of graph and residual graph. FloydWarshallShortestPath<T, W> A floyd-warshall shortest path algorithm implementation. FordFulkersonMaxFlow<T, W> A ford-fulkerson max flox implementation on weighted directed graph using adjacency list representation of graph and residual graph. HopcroftKarpMatching<T> Compute Max BiParitite Edges using Hopcroft Karp algorithm. JohnsonsShortestPath<T, W> A Johnson's shortest path algorithm implementation. KahnsTopSort<T> Find Toplogical order of a graph using Kahn's algorithm. KosarajuStronglyConnected<T> A Kosaraju Strong Connected Component Algorithm Implementation. Kruskals<T, W> A Kruskal's alogorithm implementation using merge sort and disjoint set. MatchEdge<T> The match result object. MColorer<T, C> An m-coloring algorithm implementation. MColorResult<T, C> M-coloring result object. MinCut<T, W> Compute minimum cut edges of given graph using Edmond-Karps improved Ford-Fulkerson Max Flow Algorithm. MinCutEdge<T> Minimum cut result object. MinVertexCover<T> A minimum vertex conver algorithm implementation. MSTEdge<T, W> Minimum spanning tree edge object. Prims<T, W> A Prims algorithm implementation. PushRelabelMaxFlow<T, W> A Push-Relabel algorithm implementation. ShortestPathResult<T, W> Shortest path result object. TarjansArticulationFinder<T> Articulation point finder using Tarjan's algorithm. TarjansBiConnected<T> Finds if a graph is BiConnected. TarjansBridgeFinder<T> Bridge finder using Tarjan's algorithm. TarjansStronglyConnected<T> Strongly connected using Tarjan's algorithm. TravellingSalesman<T, W> Uses dynamic programming for a psuedo-polynomial time runTime complexity for this NP hard problem. Interfaces IAStarHeuristic<T, W> Search heuristic used by A* search algorithm. IBiPartiteMatchOperators<T> Generic operator interface required by BiPartite matching algorithm. IFlowOperators<W> Operators to deal with generic Add, Substract etc on edge weights for flow algorithms such as ford-fulkerson algorithm. IJohnsonsShortestPathOperators<T, W> A concrete implementation of this interface is required by Johnson's algorithm. IShortestPathOperators<W> Generic operators interface required by shorted path algorithms." |
| 555 | + "keywords": "Namespace Advanced.Algorithms.Graph Classes AllPairShortestPathResult<T, W> All pairs shortest path algorithm result object. AStarShortestPath<T, W> A* algorithm implementation using Fibonacci Heap. BellmanFordShortestPath<T, W> A Bellman Ford algorithm implementation. BiDirectional<T> A BiDirectional Path Search on DiGraph. BiPartiteMatching<T> Compute Max BiParitite Edges using Ford-Fukerson algorithm. BreadthFirst<T> Bread First Search implementation. Bridge<T> The bridge object. CycleDetector<T> Cycle detection using Depth First Search. DepthFirst<T> Depth First Search. DepthFirstTopSort<T> Find Toplogical order of a graph using Depth First Search. DijikstraShortestPath<T, W> A dijikstra algorithm implementation using Fibonacci Heap. EdmondKarpMaxFlow<T, W> An Edmond Karp max flow implementation on weighted directed graph using adjacency list representation of graph and residual graph. FloydWarshallShortestPath<T, W> A floyd-warshall shortest path algorithm implementation. FordFulkersonMaxFlow<T, W> A ford-fulkerson max flox implementation on weighted directed graph using adjacency list representation of graph and residual graph. JohnsonsShortestPath<T, W> A Johnson's shortest path algorithm implementation. KahnsTopSort<T> Find Toplogical order of a graph using Kahn's algorithm. KosarajuStronglyConnected<T> A Kosaraju Strong Connected Component Algorithm Implementation. Kruskals<T, W> A Kruskal's alogorithm implementation using merge sort and disjoint set. MatchEdge<T> The match result object. MColorer<T, C> An m-coloring algorithm implementation. MColorResult<T, C> M-coloring result object. MinCut<T, W> Compute minimum cut edges of given graph using Edmond-Karps improved Ford-Fulkerson Max Flow Algorithm. MinCutEdge<T> Minimum cut result object. MinVertexCover<T> A minimum vertex conver algorithm implementation. MSTEdge<T, W> Minimum spanning tree edge object. Prims<T, W> A Prims algorithm implementation. PushRelabelMaxFlow<T, W> A Push-Relabel algorithm implementation. ShortestPathResult<T, W> Shortest path result object. TarjansArticulationFinder<T> Articulation point finder using Tarjan's algorithm. TarjansBiConnected<T> Finds if a graph is BiConnected. TarjansBridgeFinder<T> Bridge finder using Tarjan's algorithm. TarjansStronglyConnected<T> Strongly connected using Tarjan's algorithm. TravellingSalesman<T, W> Uses dynamic programming for a psuedo-polynomial time runTime complexity for this NP hard problem. Interfaces IAStarHeuristic<T, W> Search heuristic used by A* search algorithm. IBiPartiteMatchOperators<T> Generic operator interface required by BiPartite matching algorithm. IFlowOperators<W> Operators to deal with generic Add, Substract etc on edge weights for flow algorithms such as ford-fulkerson algorithm. IJohnsonsShortestPathOperators<T, W> A concrete implementation of this interface is required by Johnson's algorithm. IShortestPathOperators<W> Generic operators interface required by shorted path algorithms." |
561 | 556 | }, |
562 | 557 | "api/Advanced.Algorithms.Graph.IAStarHeuristic-2.html": { |
563 | 558 | "href": "api/Advanced.Algorithms.Graph.IAStarHeuristic-2.html", |
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