Programmer Guide/Command Reference/EVAL/haclust: Difference between revisions
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;Usage 1:<code>haclust(<var>d</var>, <var>m</var>)</code> | ;Usage 1:<code>haclust(<var>d</var>, <var>m</var>)</code> | ||
:;<var>d</var>: A dissimilarity or distance matrix. For N data points this is a NxN matrix (e.g. created using the function [[../dist|dist]]) | :;<var>d</var>: A dissimilarity or distance matrix. For N data points this is a NxN matrix (e.g. created using the function [[../dist|dist]]) | ||
:;<var>m</var>The cluster method: | :;<var>m</var>:The cluster method: | ||
::{|class="einrahmen" | ::{|class="einrahmen" | ||
!''m'' !! method | !''m'' !! method |
Revision as of 13:19, 18 April 2011
Hierarchical-agglomerative cluster analysis.
- Usage 1
haclust(d, m)
- d
- A dissimilarity or distance matrix. For N data points this is a NxN matrix (e.g. created using the function dist)
- m
- The cluster method:
m method 0 Single Linkage 1 Complete Linkage 2 Weighted Average Linkage 3 Average Linkage 4 Median 5 Centroid 6 Ward
- Result 1
- The result is a cluster hierarchy. This is a 3x(N-1) table containing the merged cluster pairs and the agglomeration niveaus.
- Usage 2
haclust(h, c)
- h
- A cluster hierarchy (e.g. computed with Usage 1).
- c
- The number of clusters.
- Result
- The created partition, which is a 1xN table containing the group indices.
See also: modclust
Example:
// A simple demonstration of <code>haclust</code> usage. [macro haclust_example] // create bivariate input data #datatable := new table * 2 /p num:x num:y $#datatable[*,0] := '1;2;1;3;4.5' $#datatable[*,1] := '1;0.5;4;2;4' // compute distance matrix #disttable := eval dist($#datatable) // cluster analysis methods: // 0 (SL), 1 (CL), 2 (WAL), 3 (AL), 4 (M), 5 (C), 6 (W) #method := 6 // Ward // nr of clusters #nclusters := 2 // compute hierarchy and partition #hierarchy := eval haclust($#disttable,$#method) #partition := eval haclust($#hierarchy,$#nclusters) // show results showitem $#hierarchy showitem $#partition exit