SQN: subset quantile normalization

In SQN: Subset Quantile Normalization

subset quantile normalization

Description

This function performs normalization based on a subset of negative controls whose distribution is expected to be unchanged in various samples. There is no restriction on the behavior of the rest of the measurements.

Usage

SQN(y, N.mix = 5, ctrl.id, model.weight = 0.9)

Arguments

y	A matrix of unnormalized data.
N.mix	Number of normal distributions in the mixture approximation.
ctrl.id	index of controls. Must be a vector smaller than nrow(y)
model.weight	weight given to the parametric normal mixture model

Value

A matrix of normalized data

Author(s)

Zhijin Wu

References

Wu Z and Aryee M. Subset Quantile Normalization using Negative Control Features (2010) Journal of Computational Biology, 17(10)

Examples

require(mclust)
require(nor1mix)
data(sqnData0)
Ynorm=SQN(sqnData0,ctrl.id=1:1000)  #after normalization
 par(mfrow=c(1,2))
  boxplot(sqnData0,main="before normalization")
  boxplot(sqnData0[1:1000,],add=TRUE,col=3,boxwex=.4)

 boxplot(Ynorm,main="after normalization")
  boxplot(Ynorm[1:1000,],add=TRUE,col=3,boxwex=.4)
  legend(.5,11,legend=c("probes for signal","negative control probes"),text.col=c(1,3),bg="white")

SQN documentation built on June 10, 2022, 5:11 p.m.