(New page: The LGB algorithm is another clustering technique. It has a slightly different approach compared to [K-means]. In this algorithm the user inputs the number of clusters he wants to split hi...)
 
 
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The LGB algorithm is another clustering technique. It has a slightly different approach compared to [K-means]. In this algorithm the user inputs the number of clusters he wants to split his data set into. It has to be a power of 2.  
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The '''LGB algorithm''' is another clustering technique. It has a slightly different approach compared to [[K-means_Old Kiwi]]. In this algorithm the user inputs the number of clusters he wants to split his data set into. It has to be a power of 2.
  
The algo works as follows:  
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The algorithm works as follows:
  
 
1) Find the sample mean of the data. Let that me some mu.
 
1) Find the sample mean of the data. Let that me some mu.
2) To this mean add and subtract a small value epsilon. Thus we will have 2 new means mu +epsilon and mu-epsilon.For every data point in the set find which mean it belongs to. Now we have thus clustered the data into 2 parts.
 
3) For each of this part evaluate the new means. Now again split each of the means into 2 more.
 
4) Continue till we get the desired number of clusters.
 
  
This algorithm will ensure that  we have the desired number of clusters.  
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2) To this mean add and subtract a small value epsilon. Thus we will have 2 new means mu +epsilon and mu-epsilon.For every data point in the set find which mean it belongs to. Now we have thus clustered the data into 2 parts.
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3) For each of this part evaluate the new means. Now again split each of the means into 2 more.
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4) Continue till we get the desired number of clusters.
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This algorithm will ensure that  we have the desired number of clusters.
  
 
The algorithm is named after Linde,Buzo and Gray.
 
The algorithm is named after Linde,Buzo and Gray.
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[[Image:Example_Old Kiwi.jpg]]
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[[Category:Clustering]]

Latest revision as of 01:07, 7 April 2008

The LGB algorithm is another clustering technique. It has a slightly different approach compared to K-means_Old Kiwi. In this algorithm the user inputs the number of clusters he wants to split his data set into. It has to be a power of 2.

The algorithm works as follows:

1) Find the sample mean of the data. Let that me some mu.

2) To this mean add and subtract a small value epsilon. Thus we will have 2 new means mu +epsilon and mu-epsilon.For every data point in the set find which mean it belongs to. Now we have thus clustered the data into 2 parts.

3) For each of this part evaluate the new means. Now again split each of the means into 2 more.

4) Continue till we get the desired number of clusters.

This algorithm will ensure that we have the desired number of clusters.

The algorithm is named after Linde,Buzo and Gray.

Example Old Kiwi.jpg

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