I want find the optimal k for a k-means algorithm. I already using the expert mode, but i havent been able to iterate over the parameters. How could i possible do this? Basically, what i really need is a workflow that:

1 - Iterate over values for k, until the clusters estabilize.

I think i should use the "Variable loop(data)" and the Entropy Scorer node, but i dont know how to use them. Could someone help please?

I think its very similar of what i want, but the main difference is: in the example, the dataset used

has the class of the instances. In my case, i don't know the class. My goal is to find the K that the clustering start to estabilize.. As far as i know, its possible by measuring the medium distance between clusters, and when K starts to estabilize, this distance estabilize too.. How could i do that?

THe k-means clustering in knime doesn't provide an error measure.

You could calculate the sum of all eucl. distances between the cluster centrers and the instances. The error gets smaller for each cluster you add. So to find a good choice you can plot the error. You'll find the "best" amount of clusters (k) in the elbow of that plot.

For example I did reexecute the kmeans for different ks and calculate the error (therefore you need to change the nodes implementation a bit).

Workflow:

NodeStartLoop->kmeans->NodeEndLoop->ErrorNode(chooses best k)->kmeans(again with best k)-> go on....

The information quality used in an example does not suit for u here, since they have a so called reference cluster that u don't have. They calculate how good the new cluster represents the old "reference" classes.

You need to find an error meassure for your clustering itself. You also could calculate the so called "silhouette coefficent" which calculates the homogenity of the clusters and heterogenity between the clusters.

PS: there is a node in the weka plugin called xmeans which automatically finds a good cluster count (using the first error meassure I described). Therefor you have to set a minimum and a maximum cluster size and the node calculates the elbow itself.