Interface ShortestPathAllPairs
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public interface ShortestPathAllPairs
An algorithm that compute all pairs shortest path (APSP) in a graph.The regular
ShortestPathSingleSource
can be used \(n\) times to achieve the same result, but it may be more efficient to use a APSP algorithm in the first place.Use
newInstance()
to get a default implementation of this interface. A builder obtained vianewBuilder()
may support different options to obtain different implementations.- Author:
- Barak Ugav
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Nested Class Summary
Nested Classes Modifier and Type Interface Description static interface
ShortestPathAllPairs.Builder
A builder forShortestPathAllPairs
objects.static interface
ShortestPathAllPairs.IResult
A result object for anShortestPathAllPairs
algorithm forIntGraph
.static interface
ShortestPathAllPairs.Result<V,E>
A result object for anShortestPathAllPairs
algorithm.
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Method Summary
All Methods Static Methods Instance Methods Abstract Methods Modifier and Type Method Description <V,E>
ShortestPathAllPairs.Result<V,E>computeAllShortestPaths(Graph<V,E> g, WeightFunction<E> w)
Compute the shortest path between each pair of vertices in a graph.<V,E>
ShortestPathAllPairs.Result<V,E>computeSubsetShortestPaths(Graph<V,E> g, Collection<V> verticesSubset, WeightFunction<E> w)
Compute the shortest path between each pair of vertices in a given subset of the vertices of the graph.static ShortestPathAllPairs.Builder
newBuilder()
Create a new all pairs shortest paths algorithm builder.static ShortestPathAllPairs
newInstance()
Create a new all-pairs-shortest-paths algorithm object.
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Method Detail
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computeAllShortestPaths
<V,E> ShortestPathAllPairs.Result<V,E> computeAllShortestPaths(Graph<V,E> g, WeightFunction<E> w)
Compute the shortest path between each pair of vertices in a graph.Given an edge weight function, the length of a path is the weight sum of all edges of the path. The shortest path from a source vertex to some other vertex is the path with the minimum weight.
To compute the shortest cardinality (non weighted) paths, pass
null
instead of the weight functionw
.If
g
is anIntGraph
, aShortestPathAllPairs.IResult
object will be returned. In that case, its better to pass aIWeightFunction
asw
to avoid boxing/unboxing.- Type Parameters:
V
- the vertices typeE
- the edges type- Parameters:
g
- a graphw
- an edge weight function- Returns:
- a result object containing information on the shortest path between each pair of vertices
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computeSubsetShortestPaths
<V,E> ShortestPathAllPairs.Result<V,E> computeSubsetShortestPaths(Graph<V,E> g, Collection<V> verticesSubset, WeightFunction<E> w)
Compute the shortest path between each pair of vertices in a given subset of the vertices of the graph.To compute the shortest cardinality (non weighted) paths, pass
null
instead of the weight functionw
.If
g
is anIntGraph
, aShortestPathAllPairs.IResult
object will be returned. In that case, its better to pass aIWeightFunction
asw
andIntCollection
asverticesSubset
to avoid boxing/unboxing.- Type Parameters:
V
- the vertices typeE
- the edges type- Parameters:
g
- a graphverticesSubset
- a subset of vertices of the graph. All shortest paths will be computed between each pair of vertices from the subsetw
- as edge weight function- Returns:
- a result object containing information on the shortest path between each pair of vertices in the subset
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newInstance
static ShortestPathAllPairs newInstance()
Create a new all-pairs-shortest-paths algorithm object.This is the recommended way to instantiate a new
ShortestPathAllPairs
object. TheShortestPathAllPairs.Builder
might support different options to obtain different implementations.- Returns:
- a default implementation of
ShortestPathAllPairs
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newBuilder
static ShortestPathAllPairs.Builder newBuilder()
Create a new all pairs shortest paths algorithm builder.Use
newInstance()
for a default implementation.- Returns:
- a new builder that can build
ShortestPathAllPairs
objects
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