Today, I will talk to you about a new for visualizing itemsets that will be released soon in SPMF 2.65. This tool called the Itemset-Item Matrix Viewer will be available for any algorithm that produce itemsets to visualize results in an intuitive way. To use it, the user will have to select an itemset mining algorithm and then select the Itemset-Item Matrix Viewer as the method for visualizing the result:

Then, after running the algorithm, the matrix viewer will be opened to display the results. For example, lets say that I run the Apriori algorithm to mine frequent itemsets in a simple dataset. The interface of the Matrix Viewer will present the itemsets found as follow:

I will explain the main features. First, on the right, there is a matrix view, where rows represent itemsets and columns represent items from the dataset. The presence of an item in an itemset is represented by a colored blue rectangle:

This matrix representation is useful as it allows to quickly see items that are common to different itemsets and to have a clear representation of the size of an itemset. Besides, on the left panel of the interace, it is possible to filter itemsets by item. For example, here I apply a filter to display only patterns with Apple:

It is also possible to filter patterns by size. For example, I here apply a filter to see only patterns with 2 to 3 items:

Besides that another interesting features is to highlight the subsets and supersets of the currently selected itemset. For example:

This matrix viewer is quite intuitive and can display larger set of patterns as well. For example, here is an example with high utility itemsets found in the foodmart dataset with hundreds of patterns:

Note that in SPMF, the itemset can also be displayed using the Visual Pattern Viewer, introduced last year in SPMF:

This is just a brief overview of what is upcoming in SPMF. More algorithms and features will be coming soon… I will give you more details later.
Thanks again to all users and contributors of SPMF.




































