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T = cluster(Z,'cutoff',c)
T = cluster(Z,'cutoff',c,'depth',d)
T = cluster(Z,'cutoff',c,'criterion',criterion)
T = cluster(Z,'maxclust',n)
T = cluster(Z,'cutoff',c) constructs clusters from the hierarchical cluster tree, Z, as generated by the linkage function. Z is a matrix of size (m – 1)-by-3, where m is the number of observations in the original data. c is a threshold for cutting Z into clusters. Clusters are formed when a node and all of its subnodes have inconsistent value less than c. All leaves at or below the node are grouped into a cluster. t is a vector of size m containing the cluster assignments of each observation.
If c is a vector, T is a matrix of cluster assignments with one column per cutoff value.
T = cluster(Z,'cutoff',c,'depth',d) evaluates inconsistent values by looking to a depth d below each node. The default depth is 2.
T = cluster(Z,'cutoff',c,'criterion',criterion) uses the specified criterion for forming clusters, where criterion is one of the strings 'inconsistent' (default) or 'distance'. The 'distance' criterion uses the distance between the two subnodes merged at a node to measure node height. All leaves at or below a node with height less than c are grouped into a cluster.
T = cluster(Z,'maxclust',n) constructs a maximum of n clusters using the 'distance' criterion. cluster finds the smallest height at which a horizontal cut through the tree leaves n or fewer clusters.
If n is a vector, T is a matrix of cluster assignments with one column per maximum value.
Compare clusters from Fisher iris data with species:
load fisheriris
d = pdist(meas);
Z = linkage(d);
c = cluster(Z,'maxclust',3:5);
crosstab(c(:,1),species)
ans =
0 0 2
0 50 48
50 0 0
crosstab(c(:,2),species)
ans =
0 0 1
0 50 47
0 0 2
50 0 0
crosstab(c(:,3),species)
ans =
0 4 0
0 46 47
0 0 1
0 0 2
50 0 0clusterdata, cophenet, inconsistent, linkage, pdist
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