Description Usage Arguments Value See Also Examples
This function performs Virtual Inference of Protein-activity by Enriched Regulon analysis
1 2 3 4 5 | viper(eset, regulon, dnull = NULL, pleiotropy = FALSE, nes = TRUE,
method = c("scale", "rank", "mad", "ttest", "none"), bootstraps = 0,
minsize = 25, adaptive.size = FALSE, eset.filter = TRUE,
pleiotropyArgs = list(regulators = 0.05, shadow = 0.05, targets = 10,
penalty = 20, method = "adaptive"), cores = 1, verbose = TRUE)
|
eset |
ExpressionSet object or Numeric matrix containing the expression data or gene expression signatures, with samples in columns and genes in rows |
regulon |
Object of class regulon |
dnull |
Numeric matrix for the null model, usually generated by |
pleiotropy |
Logical, whether correction for pleiotropic regulation should be performed |
nes |
Logical, whether the enrichment score reported should be normalized |
method |
Character string indicating the method for computing the single samples signature, either scale, rank, mad, ttest or none |
bootstraps |
Integer indicating the number of bootstraps iterations to perform. Only the scale method is implemented with bootstraps. |
minsize |
Integer indicating the minimum number of targets allowed per regulon |
adaptive.size |
Logical, whether the weighting scores should be taken into account for computing the regulon size |
eset.filter |
Logical, whether the dataset should be limited only to the genes represented in the interactome |
pleiotropyArgs |
list of 5 numbers for the pleotropy correction indicating: regulators p-value threshold, pleiotropic interaction p-value threshold, minimum number of targets in the overlap between pleiotropic regulators, penalty for the pleiotropic interactions and the method for computing the pleiotropy, either absolute or adaptive |
cores |
Integer indicating the number of cores to use (only 1 in Windows-based systems) |
verbose |
Logical, whether progression messages should be printed in the terminal |
A matrix of inferred activity for each regulator gene in the network across all samples
1 2 3 4 5 6 7 8 |
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