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k modes: optimal k


Clustering not producing even clustersK-means incoherent behaviour choosing K with Elbow method, BIC, variance explained and silhouetteClustering users based on buying behaviourIs Clustering used in real world systems/products involving large amounts of data? How are the nuances taken care of?Clustering with cosine similarityClustering with multiple distance measuresHow to use cluster analysis with grouped data so one cluster may only have not more than one item from each group?clustering 2-dimensional euclidean vectors - appropriate dissimilarity measureLow silhouette coefficientK-modes implementation in pyspark













0












$begingroup$


I have categorical data and I'm trying to implement k-modes using the GitHub package available here. I am trying to create clusters in my (large) dataset of say, 5-7 records, each of most similar records.



However, as of now I have no means to select the optimal 'k' which would result in maximum silhouette score, ideally. This would be ideal as k-modes works on dissimilarity/similarity measure as a distance. So I would assume that silhouette distance would then measure how close/far the clusters are based on the distance metric defined by this dissimilarity and thus, establish the silhouette score. I'm not able to find an implementation of this.



Can I perhaps use the elbow method here? But then, I'm not able to understand how to programmatically determine this, without looking at a graph as I have to do this process repeatedly a large number of times. Currently, an idea is - find k where cost drops substantially. See if the next few values introduce a very less drop in cost or not. If yes, choose this as k, if no.. then what? I'm a little confused at this point.



I was looking online and also found this, which I'm not able to interpret in terms of k modes. I'm looking for any code/suggestions to start me off on the right path.










share|improve this question









New contributor




user2816215 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
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  • 2




    $begingroup$
    Please don't cross post duplicates: stackoverflow.com/q/55188965/1060350
    $endgroup$
    – Anony-Mousse
    yesterday















0












$begingroup$


I have categorical data and I'm trying to implement k-modes using the GitHub package available here. I am trying to create clusters in my (large) dataset of say, 5-7 records, each of most similar records.



However, as of now I have no means to select the optimal 'k' which would result in maximum silhouette score, ideally. This would be ideal as k-modes works on dissimilarity/similarity measure as a distance. So I would assume that silhouette distance would then measure how close/far the clusters are based on the distance metric defined by this dissimilarity and thus, establish the silhouette score. I'm not able to find an implementation of this.



Can I perhaps use the elbow method here? But then, I'm not able to understand how to programmatically determine this, without looking at a graph as I have to do this process repeatedly a large number of times. Currently, an idea is - find k where cost drops substantially. See if the next few values introduce a very less drop in cost or not. If yes, choose this as k, if no.. then what? I'm a little confused at this point.



I was looking online and also found this, which I'm not able to interpret in terms of k modes. I'm looking for any code/suggestions to start me off on the right path.










share|improve this question









New contributor




user2816215 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.







$endgroup$







  • 2




    $begingroup$
    Please don't cross post duplicates: stackoverflow.com/q/55188965/1060350
    $endgroup$
    – Anony-Mousse
    yesterday













0












0








0





$begingroup$


I have categorical data and I'm trying to implement k-modes using the GitHub package available here. I am trying to create clusters in my (large) dataset of say, 5-7 records, each of most similar records.



However, as of now I have no means to select the optimal 'k' which would result in maximum silhouette score, ideally. This would be ideal as k-modes works on dissimilarity/similarity measure as a distance. So I would assume that silhouette distance would then measure how close/far the clusters are based on the distance metric defined by this dissimilarity and thus, establish the silhouette score. I'm not able to find an implementation of this.



Can I perhaps use the elbow method here? But then, I'm not able to understand how to programmatically determine this, without looking at a graph as I have to do this process repeatedly a large number of times. Currently, an idea is - find k where cost drops substantially. See if the next few values introduce a very less drop in cost or not. If yes, choose this as k, if no.. then what? I'm a little confused at this point.



I was looking online and also found this, which I'm not able to interpret in terms of k modes. I'm looking for any code/suggestions to start me off on the right path.










share|improve this question









New contributor




user2816215 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.







$endgroup$




I have categorical data and I'm trying to implement k-modes using the GitHub package available here. I am trying to create clusters in my (large) dataset of say, 5-7 records, each of most similar records.



However, as of now I have no means to select the optimal 'k' which would result in maximum silhouette score, ideally. This would be ideal as k-modes works on dissimilarity/similarity measure as a distance. So I would assume that silhouette distance would then measure how close/far the clusters are based on the distance metric defined by this dissimilarity and thus, establish the silhouette score. I'm not able to find an implementation of this.



Can I perhaps use the elbow method here? But then, I'm not able to understand how to programmatically determine this, without looking at a graph as I have to do this process repeatedly a large number of times. Currently, an idea is - find k where cost drops substantially. See if the next few values introduce a very less drop in cost or not. If yes, choose this as k, if no.. then what? I'm a little confused at this point.



I was looking online and also found this, which I'm not able to interpret in terms of k modes. I'm looking for any code/suggestions to start me off on the right path.







machine-learning python clustering k-means






share|improve this question









New contributor




user2816215 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.











share|improve this question









New contributor




user2816215 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.









share|improve this question




share|improve this question








edited 2 days ago







user2816215













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asked 2 days ago









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New contributor





user2816215 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.






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Check out our Code of Conduct.







  • 2




    $begingroup$
    Please don't cross post duplicates: stackoverflow.com/q/55188965/1060350
    $endgroup$
    – Anony-Mousse
    yesterday












  • 2




    $begingroup$
    Please don't cross post duplicates: stackoverflow.com/q/55188965/1060350
    $endgroup$
    – Anony-Mousse
    yesterday







2




2




$begingroup$
Please don't cross post duplicates: stackoverflow.com/q/55188965/1060350
$endgroup$
– Anony-Mousse
yesterday




$begingroup$
Please don't cross post duplicates: stackoverflow.com/q/55188965/1060350
$endgroup$
– Anony-Mousse
yesterday










1 Answer
1






active

oldest

votes


















1












$begingroup$

Instead of trying to find a place to download some source code, why don't you just implement, e.g., Silhouette yourself?



Plenty of the code you find online in blogs and repos is broken.



I've seen so many github repositories with bad code, and people like you wondering why it doesn't work. Relying on anonymous others to not have made mistakes is a bad idea. At some point you are better off writing the code yourself!



Of course it is okay to rely on large open-source projects like sklearn, R, ELKI, Weka. These have code-reviews, discuss pull requests, and dozens of people look at the code, use it, try to find and fix bugs (but even there are errors in the code).






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    1 Answer
    1






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    oldest

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    oldest

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    active

    oldest

    votes









    1












    $begingroup$

    Instead of trying to find a place to download some source code, why don't you just implement, e.g., Silhouette yourself?



    Plenty of the code you find online in blogs and repos is broken.



    I've seen so many github repositories with bad code, and people like you wondering why it doesn't work. Relying on anonymous others to not have made mistakes is a bad idea. At some point you are better off writing the code yourself!



    Of course it is okay to rely on large open-source projects like sklearn, R, ELKI, Weka. These have code-reviews, discuss pull requests, and dozens of people look at the code, use it, try to find and fix bugs (but even there are errors in the code).






    share|improve this answer









    $endgroup$

















      1












      $begingroup$

      Instead of trying to find a place to download some source code, why don't you just implement, e.g., Silhouette yourself?



      Plenty of the code you find online in blogs and repos is broken.



      I've seen so many github repositories with bad code, and people like you wondering why it doesn't work. Relying on anonymous others to not have made mistakes is a bad idea. At some point you are better off writing the code yourself!



      Of course it is okay to rely on large open-source projects like sklearn, R, ELKI, Weka. These have code-reviews, discuss pull requests, and dozens of people look at the code, use it, try to find and fix bugs (but even there are errors in the code).






      share|improve this answer









      $endgroup$















        1












        1








        1





        $begingroup$

        Instead of trying to find a place to download some source code, why don't you just implement, e.g., Silhouette yourself?



        Plenty of the code you find online in blogs and repos is broken.



        I've seen so many github repositories with bad code, and people like you wondering why it doesn't work. Relying on anonymous others to not have made mistakes is a bad idea. At some point you are better off writing the code yourself!



        Of course it is okay to rely on large open-source projects like sklearn, R, ELKI, Weka. These have code-reviews, discuss pull requests, and dozens of people look at the code, use it, try to find and fix bugs (but even there are errors in the code).






        share|improve this answer









        $endgroup$



        Instead of trying to find a place to download some source code, why don't you just implement, e.g., Silhouette yourself?



        Plenty of the code you find online in blogs and repos is broken.



        I've seen so many github repositories with bad code, and people like you wondering why it doesn't work. Relying on anonymous others to not have made mistakes is a bad idea. At some point you are better off writing the code yourself!



        Of course it is okay to rely on large open-source projects like sklearn, R, ELKI, Weka. These have code-reviews, discuss pull requests, and dozens of people look at the code, use it, try to find and fix bugs (but even there are errors in the code).







        share|improve this answer












        share|improve this answer



        share|improve this answer










        answered yesterday









        Anony-MousseAnony-Mousse

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