plot.MatrixEQTL {MatrixEQTL} | R Documentation |
This method plots a histogram or QQ-plot of p-valuesfor all tests performed by Matrix_eQTL_engine
.
## S3 method for class 'MatrixEQTL' plot(x, cex = 0.5, pch = 19, xlim = NULL, ylim = NULL,...)
x | An object returned by |
cex | A numerical value giving the amount by which plotting text and symbols should be magnified relative to the default. |
pch | Plotting "character", i.e., symbol to use. See |
xlim | Set the range of the horisontal axis. |
ylim | Set the range of the vertical axis. |
... | further graphical parameters passed to |
The plot type (histogram vs. QQ-plot) is determined by the pvalue.hist
parameter in the call of Matrix_eQTL_engine
function.
The method does not return any value.
The sample code below produces figures like these:
Histogram:
QQ-plot:
Andrey Shabalin ashabalin@vcu.edu
The package website: http://www.bios.unc.edu/research/genomic_software/Matrix_eQTL/
See Matrix_eQTL_engine
for reference and sample code.
library(MatrixEQTL) # Number of samples n = 100; # Number of variables ngs = 2000; # Common signal in all variables pop = 0.2*rnorm(n); # data matrices snps.mat = matrix(rnorm(n*ngs), ncol = ngs) + pop; gene.mat = matrix(rnorm(n*ngs), ncol = ngs) + pop + snps.mat*((1:ngs)/ngs)^9/2; # data objects for Matrix eQTL engine snps1 = SlicedData$new( t( snps.mat ) ); gene1 = SlicedData$new( t( gene.mat ) ); cvrt1 = SlicedData$new( ); rm(snps.mat, gene.mat) # Slice data in blocks of 500 variables snps1$ResliceCombined(500); gene1$ResliceCombined(500); # Produce no output files filename = NULL; # tempfile() # Perform analysis recording information for a histogram meh = Matrix_eQTL_engine( snps = snps1, gene = gene1, cvrt = cvrt1, output_file_name = filename, pvOutputThreshold = 1e-100, useModel = modelLINEAR, errorCovariance = numeric(), verbose = TRUE, pvalue.hist = 100); plot(meh, col="grey") # Perform analysis recording information for a QQ-plot meq = Matrix_eQTL_engine( snps = snps1, gene = gene1, cvrt = cvrt1, output_file_name = filename, pvOutputThreshold = 1e-6, useModel = modelLINEAR, errorCovariance = numeric(), verbose = TRUE, pvalue.hist = "qqplot"); plot(meq)