Description Usage Arguments Details Value Author(s) See Also Examples
Performs gene set analysis (GSA) based on a list of significant genes and a gene set collection, using Fisher's exact test, returning the gene set p-values.
1 2 | runGSAhyper(genes, pvalues, pcutoff, universe, gsc, gsSizeLim = c(1,
Inf), adjMethod = "fdr")
|
genes |
a vector of all genes in your experiment, or a small list of significant genes. |
pvalues |
a vector (or object to be coerced into one) of pvalues for genes or a binary vector with 0 for significant genes. Defaults to rep(0,length(genes)), i.e. genes is a vector of genes of interest. |
pcutoff |
p-value cutoff for significant genes. Defaults to 0 if pvalues are binary. If p-values are spread in [0,1] defaults to 0.05. |
universe |
a vector of genes that represent the universe. Defaults to genes if pvalues are not all 0. If pvalues are all 0, defaults to all unique genes in gsc. |
gsc |
a gene set collection given as an object of class |
gsSizeLim |
a vector of length two, giving the minimum and maximum gene
set size (number of member genes) to be kept for the analysis. Defaults to
|
adjMethod |
the method for adjusting for multiple testing. Can be any
of the methods supported by |
The statistical test performed is a one-tailed Fisher's exact test on the contingency table with columns "In gene set" and "Not in gene set" and rows "Significant" and "Non-significant" (this is equivalent to a hypergeometric test).
Command run for gene set i:
fisher.test(res$contingencyTable[[i]], alternative="greater")
,
the res$contingencyTable
object is available from the object returned
from runGSAhyper
.
The main difference between runGSA
and runGSAhyper
is
that runGSA
uses the gene-level statistics (numerical values for each
gene) to calculate the gene set p-values, whereas runGSAhyper
only
uses the group membership of each gene (in/not in gene set,
significant/non-significant). This means that for runGSAhyper
a
p-value cut-off for determining significant genes has to be chosen by the
user and after this, all significant genes will be seen as equally
significant (i.e. the actual p-values are not used). The advantage with
runGSAhyper
is that you can use it to find enriched gene sets when
you only have a list of interesting genes, without any statistics.
A list-like object containing the following elements:
pvalues |
a vector of gene set p-values |
p.adj |
a vector of gene set p-values, adjusted for multiple testing |
resTab |
a full result table |
contingencyTable |
a list of the contingency tables used for each gene set |
gsc |
the input gene set collection |
Leif Varemo piano.rpkg@gmail.com and Intawat Nookaew piano.rpkg@gmail.com
piano, loadGSC
, runGSA
,
fisher.test
, phyper
, networkPlot
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 | # Load example input data (dummy p-values and gene set collection):
data("gsa_input")
# Load gene set collection:
gsc <- loadGSC(gsa_input$gsc)
# Randomly select 100 genes of interest (as an example):
genes <- sample(unique(gsa_input$gsc[,1]),100)
# Run gene set analysis using Fisher's exact test:
res <- runGSAhyper(genes, gsc=gsc)
# If you have p-values for the genes and want to make a cutoff for significance:
genes <- names(gsa_input$pvals) # All gene names
p <- gsa_input$pvals # p-values for all genes
res <- runGSAhyper(genes, p, pcutoff=0.001, gsc=gsc)
# If the 20 first genes are the interesting/significant ones they can be selected
# with a binary vector:
significant <- c(rep(0,20),rep(1,length(genes)-20))
res <- runGSAhyper(genes, significant, gsc=gsc)
|
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