SCaVis contains a framework for clustering analysis, i.e. for non-supervised learning in which the classification process does not depend on a priory information. It includes the following algorithms:
All algorithms can be run in a fixed cluster mode and for a best estimate, i.e. when the number of clusters is not a priory given but is found after estimation of the cluster compactness. The data points can be defined in multidimensional space.
Data clustering is based on jMinHep package. You can run this in a completely stand-alone mode, without ScaVis. ScaVis integrates this Java program and enable Java scripting.
The easiest approach is to run a GUI editor to perform clustering. In the example below, we create several clusters in 3D and then passed the data holder to a GUI for clustering analysis:
from java.util import Random from jminhep.cluster import * from jhplot import * data = DataHolder("Build clusters") r = Random() for i in range(100): # fill 3D data with Gaussian random numbers a = a.append( 10*r.nextGaussian() ) a.append( 2*r.nextGaussian()+1 ) a.append( 10*r.nextGaussian()+3 ) data.add( DataPoint(a) ) c1=HCluster(data) # start jMinHEP GUI
This brings up a GUI editor which will run a selected algorithm:
Alternatively, one can run any clustering algorithm in batch mode without GUI. You can use Java, or any scripting programming language.
We show below a code which creates a data sample in 3D and then runs several clustering algorithms in one go. You can optionally print positions of the clusters and membership of the data points. The following modes will be used:
The output of the above script is shown below:
test 0 algorithm: kmeans algorithm fixed cluster mode with single seed event Compactness: 1.98271418832 No of final clusters: 3 test= 1 algorithm: kmeans algorithm for multiple iterations Compactness: 1.31227526642 No of final clusters: 3 test= 2 algorithm: K-means clustering using exchange method for best estimate Compactness: 1.35529140568 No of final clusters: 5 test= 3 algorithm: K-means clustering using exchange method Compactness: 1.35529140568 No of final clusters: 5 test= 4 algorithm: Hierarchical clustering algorithm Compactness: 1.41987639705 No of final clusters: 5 test= 5 algorithm: Hierarchical clustering algorithm, best estimate Compactness: 1.20134128248 No of final clusters: 6
You can print centers of clusters as:
Centers = pat.getCenters() for i in range(Centers.getSize()): g=Centers.getRow(i) n=g.getDimension() print i, " ", g.getAttribute(0),g.getAttribute(1),g.getAttribute(2)
Where “Centers” are “DataHolder” container in the above example.
Read the book "Scientific data analysis using Jython scripting and Java for more details.
— Sergei Chekanov 2010/03/07 16:37