Title: | Compute cluster stability scores for microarray data |
---|---|
Description: | This package can be used to estimate the number of clusters in a set of microarray data, as well as test the stability of these clusters. |
Authors: | James W. MacDonald, Debashis Ghosh, Mark Smolkin |
Maintainer: | James W. MacDonald <[email protected]> |
License: | Artistic-2.0 |
Version: | 1.79.0 |
Built: | 2024-12-18 04:24:49 UTC |
Source: | https://github.com/bioc/clusterStab |
This function estimates the number of clusters in e.g., microarray data using an iterative process proposed by Asa Ben-Hur.
## S4 method for signature 'ExpressionSet' benhur(object, freq, upper, seednum = NULL, linkmeth = "average", distmeth = "euclidean", iterations = 100) ## S4 method for signature 'matrix' benhur(object, freq, upper, seednum = NULL, linkmeth = "average", distmeth = "euclidean", iterations = 100)
## S4 method for signature 'ExpressionSet' benhur(object, freq, upper, seednum = NULL, linkmeth = "average", distmeth = "euclidean", iterations = 100) ## S4 method for signature 'matrix' benhur(object, freq, upper, seednum = NULL, linkmeth = "average", distmeth = "euclidean", iterations = 100)
object |
Either a matrix or |
freq |
The proportion of samples to use. This should be somewhere between 0.6 - 0.8 for best results. |
upper |
The upper limit for number of clusters. |
seednum |
A value to pass to |
linkmeth |
Linkage method to pass to |
distmeth |
The distance method to use. Valid values include "euclidean" and "pearson" where pearson implies 1-pearson correlation. |
iterations |
The number of iterations to use. The default of 100 is a reasonable number. |
This function may be used to estimate the number of true clusters that
exist in a set of microarray data. This estimate can be used to as
input for clusterComp
to estimate the stability of the clusters.
The primary output from this function is a set of histograms that show for each cluster size how often similar clusters are formed from subsets of the data. As the number of clusters increases, the pairwise similarity of cluster membership will decrease. The basic idea is to choose the histogram corresponding to the largest number of clusters in which the majority of the data in the histogram is concentrated at or near 1.
If overlay is set to TRUE
, an additional CDF plot will be
produced. This can be used in conjunction with the histograms to
determine at which cluster number the data are no longer concentrated
at or near 1.
The output from this function is an object of class benhur
. See
the benhur-class
man page for more information.
Originally written by Mark Smolkin <[email protected]> further modifications by James W. MacDonald <[email protected]>
A. Ben-Hur, A. Elisseeff and I. Guyon. A stability based method for discovering structure in clustered data. Pacific Symposium on Biocomputing, 2002. Smolkin, M. and Ghosh, D. (2003). Cluster stability scores for microarray data in cancer studies . BMC Bioinformatics 4, 36 - 42.
data(sample.ExpressionSet) tmp <- benhur(sample.ExpressionSet, 0.7, 5) hist(tmp) ecdf(tmp)
data(sample.ExpressionSet) tmp <- benhur(sample.ExpressionSet, 0.7, 5) hist(tmp) ecdf(tmp)
A specialized class representation used for estimating clusters in microarray data.
Objects are usually created by a call to benhur
, although
technically a new object can also be created by a call to
new("BenHur",...)
. However, this second method is usually not
worth the work required.
jaccards
:Object of class "list"
, containing the
jaccard vectors; these indicate the proportion of pairwise
similarity between clusters formed from subsets of the data.
size
:Object of class "vector"
, only used for plotting.
iterations
:Object of class "vector"
,
containing the number of iterations. Defaults to 100.
freq
:Object of class "vector"
, containing the
proportion of the data used for subsampling.
signature(x = "BenHur")
: Plot an empirical
CDF. This can be used to help determine the number of clusters in
the data. The most likely (e.g., most stable number) of clusters
will have a CDF that is concentrated at or near one. See vignette
for more information.
signature(x = "BenHur")
: Plot histograms for all
clusters tested. The most likely (e.g., most stable number) of
clusters will have a histogram in which the data are clustered at
or near one. See vignette for more information.
signature(object = "BenHur")
: Gives a nice
summary.
James W. MacDonald <[email protected]>
A. Ben-Hur, A. Elisseeff and I. Guyon. A stability based method for discovering structure in clustered data. Pacific Symposium on Biocomputing, 2002. Smolkin, M. and Ghosh, D. (2003). Cluster stability scores for microarray data in cancer studies. BMC Bioinformatics 4, 36 - 42.
This function estimates the stability of clustering solutions using microarray data. Currently only agglomerative hierarchical clustering is supported.
## S4 method for signature 'ExpressionSet' clusterComp(object, cl, seednum = NULL, B = 100, sub.frac = 0.8, method = "ave", distmeth = "euclidean", adj.score = FALSE) ## S4 method for signature 'matrix' clusterComp(object, cl, seednum = NULL, B = 100, sub.frac = 0.8, method = "ave", distmeth = "euclidean", adj.score = FALSE)
## S4 method for signature 'ExpressionSet' clusterComp(object, cl, seednum = NULL, B = 100, sub.frac = 0.8, method = "ave", distmeth = "euclidean", adj.score = FALSE) ## S4 method for signature 'matrix' clusterComp(object, cl, seednum = NULL, B = 100, sub.frac = 0.8, method = "ave", distmeth = "euclidean", adj.score = FALSE)
object |
Either a matrix or |
cl |
The number of clusters. This may be estimated using |
seednum |
A value to pass to |
B |
The number of permutations. |
sub.frac |
The proportion of genes to use in each subsample. This value should be in the range of 0.75 - 0.85 for best results |
method |
The linkage method to pass to |
distmeth |
The distance method to use. Valid values include "euclidean" and "pearson", where pearson implies 1-pearson correlation. |
adj.score |
Boolean. Should the stability scores be adjusted for
cluster size? Defaults to |
This function estimates the stability of a clustering solution by repeatedly subsampling the data and comparing the cluster membership of the subsamples to the original clusters.
The output from this function is an object of class clusterComp
. See
the clusterComp-class
man page for more information.
James W. MacDonald <[email protected]>
A. Ben-Hur, A. Elisseeff and I. Guyon. A stability based method for discovering structure in clustered data. Pacific Symposium on Biocomputing, 2002. Smolkin, M. and Ghosh, D. (2003). Cluster stability scores for microarray data in cancer studies . BMC Bioinformatics 4, 36 - 42.
data(sample.ExpressionSet) clusterComp(sample.ExpressionSet, 3)
data(sample.ExpressionSet) clusterComp(sample.ExpressionSet, 3)
A specialized class representation used for testing the stability of clusters in microarray data.
Objects are usually created by a call to clusterComp
, although
technically objects can be created by calls of the form
new("ClusterComp", ...)
. However, the latter is probably not
worth doing.
clusters
:Object of class "vector"
showing the
cluster membership for each sample when using all the data.
percent
:Object of class "vector"
containing
the percentage of subsamples that resulted in the same class
membership for all samples.
freq
:Object of class "vector"
containing the
subsampling percentage used. Defaults to 0.8.
clusternum
:Object of class "vector"
containing
the number of clusters tested.
iterations
:Object of class "vector"
containing
the number of iterations performed. Defaults to 100.
method
:Object of class "vector"
containing the
agglomerative method used. Options include "average", "centroid",
"ward", "single", "mcquitty", or "median".
signature(object = "ClusterComp")
: Give a nice
summary of results.
James W. MacDonald <[email protected]>
A. Ben-Hur, A. Elisseeff and I. Guyon. A stability based method for discovering structure in clustered data. Pacific Symposium on Biocomputing, 2002. Smolkin, M. and Ghosh, D. (2003). Cluster stability scores for microarray data in cancer studies. BMC Bioinformatics 4, 36 - 42.