Declares simple matching functions. More...
#include <ogdf/basic/Graph.h>
Go to the source code of this file.
Namespaces | |
namespace | ogdf |
The namespace for all OGDF objects. | |
namespace | ogdf::Matching |
Simple algorithms for matchings. | |
Functions | |
void | ogdf::Matching::findMaximalMatching (const Graph &graph, ArrayBuffer< edge > &matching) |
Obtains a maximal matching in O(|E|) time. | |
int | ogdf::Matching::findMaximumCardinalityMatching (const Graph &G, const List< node > &U, const List< node > &V, EdgeArray< bool > &matching) |
Finds a maximum cardinality matching in the bipartite graph G = (U+V, E) in O(sqrt(|U+V|) * |E|) time by using the Hopcroft-Karp-Karzanov algorithm. | |
template<typename EdgeContainer > | |
bool | ogdf::Matching::isMatching (const Graph &graph, const EdgeContainer &matching) |
Checks in time O(|V| + size of matching ) if the given set of edges represents a matching. | |
template<typename EdgeContainer > | |
bool | ogdf::Matching::isMaximal (const Graph &graph, const EdgeContainer &matching) |
Checks in time O(|E|) if there are edges that could be added to matching . | |
template<typename EdgeContainer > | |
bool | ogdf::Matching::isMaximal (const Graph &graph, const EdgeContainer &matching, edge &addable) |
Checks in time O(|E|) if there are edges that could be added to matching . | |
template<typename EdgeContainer > | |
bool | ogdf::Matching::isMaximalMatching (const Graph &graph, const EdgeContainer &matching) |
Checks in O(|V| + |E|) time if matching is a maximal matching. | |
template<typename EdgeContainer > | |
bool | ogdf::Matching::isPerfect (const Graph &graph, const EdgeContainer &matching) |
Checks in O(1) if matching (assuming it is a matching and the graph is simple and connected) is perfect. | |
template<typename EdgeContainer > | |
bool | ogdf::Matching::isPerfectMatching (const Graph &graph, const EdgeContainer &matching) |
Checks in O(|V| + size of matching ) if matching is a perfect matching. | |
Declares simple matching functions.
Definition in file Matching.h.