edu.uci.ics.jung.algorithms.blockmodel
Class StructurallyEquivalent
java.lang.Object
edu.uci.ics.jung.algorithms.blockmodel.StructurallyEquivalent
- All Implemented Interfaces:
- EquivalenceAlgorithm
- Direct Known Subclasses:
- StructurallyEquivalentII
- public class StructurallyEquivalent
- extends java.lang.Object
- implements EquivalenceAlgorithm
Checks a graph for sets of structurally equivalent vertices: vertices that
share all the same edges. Specifically, In order for a pair of vertices
i and j to be structurally equivalent, the set of i's
neighbors must be identical to the set of j's neighbors, with the
exception of i and j themselves. This algorithm finds all
sets of equivalent vertices in O(V^2) time.
You can extend this class to have a different definition of equivalence (by
overriding "isStructurallyEquivalent"), and may give it hints for
accelerating the process by overriding canpossiblycompare. (For example, in
a bipartitegraph, canPossiblyCompare may return false for vertices in
different partitions. This function should be fast.)
- Author:
- danyelf
Field Summary |
static int |
count
|
Methods inherited from class java.lang.Object |
equals, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait |
count
public static int count
StructurallyEquivalent
public StructurallyEquivalent()
getInstance
public static StructurallyEquivalent getInstance()
getEquivalences
public EquivalenceRelation getEquivalences(Graph g)
- Description copied from interface:
EquivalenceAlgorithm
- Runs the equivalence algorithm on the given graph,
and returns an equivalence relation.
- Specified by:
getEquivalences
in interface EquivalenceAlgorithm
- Parameters:
g
- the graph to be checked for equivalence
- Returns:
- an EquivalenceRelation
checkEquivalent
public java.util.Set checkEquivalent(Graph g)
- For each vertex pair v, v1 in G, checks whether v and v1 are fully
equivalent: meaning that they connect to the exact same vertices. (Is
this regular equivalence, or whathaveyou?)
Returns a Set of Pairs of vertices, where all the vertices in the inner
Pairs are equivalent.
- Parameters:
g
-