View source: R/plotSphereLogFC.R
| plotSphereLogFC | R Documentation | 
Visualize hyperspheres in low-dimensional space, coloured by log-fold change in abundance for each hypersphere.
plotSphereLogFC(x, y, logFC, max.logFC=NULL, zero.col="grey80",
    left.col="blue", right.col="red",length.out=100, pch=16, ...)
x, y | 
 A numeric vector of coordinates for each hypersphere.  | 
logFC | 
 A numeric vector of log-fold changes for each hypersphere.  | 
max.logFC | 
 A numeric scalar specifying the maximum absolute log-fold change.  | 
zero.col | 
 A string specifying the colour to use at a log-fold change of zero.  | 
left.col | 
 A string specifying the colour to use at the most negative log-fold change.  | 
right.col | 
 A string specifying the colour to use at the most positive log-fold change.  | 
length.out | 
 An integer scalar specifying the resolution of the colour bar.  | 
pch, ... | 
 Additional arguments to pass to   | 
Each hypersphere is represented by a point in the two-dimensional embedding, coloured from blue (negative log-FC) to grey (zero log-FC) to red (positive log-FC).
The darkness of the grey colour is set with zero.col.
If max.logFC is not NULL, extreme values in logFC are winsorized to lie within [-max.logFC, max.logFC].
This preserves the resolution of colours for smaller log-fold changes.
A plot of the low-dimensional embedding of the hypersphere locations is made on the current graphics device.
A vector of colours of length length.out is returned, containing the colour gradient used for the log-fold changes. 
The vector name contains the numeric values associated with each colour.
This can be used to construct a colour bar with createColorBar.
Aaron Lun
createColorBar
# Making up some coordinates.
x <- rnorm(100)
y <- rnorm(100) 
# Log-FC plot and colour bar.
logFC <- rnorm(100)
out <- plotSphereLogFC(x, y, logFC)
out <- plotSphereLogFC(x, y, logFC, max.logFC=0.5)
plot(0,0, type="n", axes=FALSE, ylab="", xlab="", ylim=c(-1, 1), xlim=c(-1, 0.5))
createColorBar(out) 
text(-0.6, 0, srt=90, "Log-FC", cex=1.2)
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