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I previously tested contig ordering on CAD11 using cluster::pam for 23 and 36 clusters. Calculated F-score for both runs of pam was worse than contiBAIT's current algorithm's first pass.
Before discarding changes altogether, would like to test on a harder to cluster data set. This would require data from @rareaquaticbadger that does not cluster well. I believe the TDEV data should fit the bill, but I do not have the input to the first call of clusterContigs from this set.
I don't expect cluster::pam to be better at this point, but it would be nice to confirm on a messier data set. I feel like contiBAIT's Three Star process is pretty similar to doing one iteration of k-means with a sliding number of clusters. Given @matthewborkowski performance improvements to clustering, it should be possible to do multiple iterations after the first pass in a fashion similar to k-means.
The text was updated successfully, but these errors were encountered:
I previously tested contig ordering on CAD11 using cluster::pam for 23 and 36 clusters. Calculated F-score for both runs of pam was worse than contiBAIT's current algorithm's first pass.
Before discarding changes altogether, would like to test on a harder to cluster data set. This would require data from @rareaquaticbadger that does not cluster well. I believe the TDEV data should fit the bill, but I do not have the input to the first call of clusterContigs from this set.
I don't expect cluster::pam to be better at this point, but it would be nice to confirm on a messier data set. I feel like contiBAIT's Three Star process is pretty similar to doing one iteration of k-means with a sliding number of clusters. Given @matthewborkowski performance improvements to clustering, it should be possible to do multiple iterations after the first pass in a fashion similar to k-means.
The text was updated successfully, but these errors were encountered: