Class UnionMaximumSpanningForest

Nested Relationships

Nested Types

Inheritance Relationships

Base Type

Class Documentation

class UnionMaximumSpanningForest : public NetworKit::Algorithm

Union maximum-weight spanning forest algorithm, computes the union of all maximum-weight spanning forests using Kruskal’s algorithm.

Public Functions

UnionMaximumSpanningForest(const Graph &G)

Initialize the union maximum-weight spanning forest algorithm, uses edge weights.

Parameters:

G – The input graph.

template<typename A>
UnionMaximumSpanningForest(const Graph &G, const std::vector<A> &attribute)

Initialize the union maximum-weight spanning forest algorithm using an attribute as edge weight.

This copies the attribute values, the supplied attribute vector is not stored.

Parameters:
  • G – The input graph.

  • attribute – The attribute to use, can be either of type edgeweight (double) or count (uint64), internally all values are handled as double.

virtual void run() override

Execute the algorithm. The algorithm is not parallel.

std::vector<bool> getAttribute(bool move = false)

Get a boolean attribute that indicates for each edge if it is part of any maximum-weight spanning forest.

This attribute is only calculated and can thus only be request if the supplied graph has edge ids.

Parameters:

move – If the attribute shall be moved out of the algorithm instance.

Returns:

The vector with the boolean attribute for each edge.

bool inUMSF(node u, node v) const

Checks if the edge (u, v) is part of any maximum-weight spanning forest.

Parameters:
  • u – The first node of the edge to check

  • v – The second node of the edge to check

Returns:

If the edge is part of any maximum-weight spanning forest.

bool inUMSF(edgeid eid) const

Checks if the edge with the id eid is part of any maximum-weight spanning forest.

Parameters:

eid – The id of the edge to check.

Returns:

If the edge is part of any maximum-weight spanning forest.

Graph getUMSF(bool move = false)

Gets the union of all maximum-weight spanning forests as graph.

Parameters:

move – If the graph shall be moved out of the algorithm instance.

Returns:

The calculated union of all maximum-weight spanning forests.