Plot confidence intervals
plot.ci.RdThis function adds confidence intervals to a ROC curve plot, either as bars or as a confidence shape.
Usage
# S3 method for class 'ci.thresholds'
plot(x, length=.01*ifelse(attr(x,
"roc")$percent, 100, 1), col=par("fg"), ...)
# S3 method for class 'ci.sp'
plot(x, type=c("bars", "shape"), length=.01*ifelse(attr(x,
"roc")$percent, 100, 1), col=ifelse(type=="bars", par("fg"),
"gainsboro"), no.roc=FALSE, ...)
# S3 method for class 'ci.se'
plot(x, type=c("bars", "shape"), length=.01*ifelse(attr(x,
"roc")$percent, 100, 1), col=ifelse(type=="bars", par("fg"),
"gainsboro"), no.roc=FALSE, ...)
# S3 method for class 'ci.coords'
plot(x, type=c("bars", "shape"), length=NULL,
col=ifelse(type=="bars", par("fg"), "gainsboro"), ...)Arguments
- x
a confidence interval object from the functions
ci.thresholds,ci.se,ci.sporci.coords.- type
type of plot, “bars” or “shape”. Can be shortened to “b” or “s”. “shape” is only available for
ci.seandci.sp, not forci.thresholds.- length
the length (as plot coordinates) of the bar ticks. Only if
type="bars".- no.roc
if
FALSE, the ROC line is re-added over the shape. Otherwise ifTRUE, only the shape is plotted. Ignored iftype="bars"- col
color of the bars or shape.
- ...
further arguments for
segments(iftype="bars") orpolygon(iftype="shape").
Details
This function adds confidence intervals to a ROC curve plot, either as
bars or as a confidence shape, depending on the state of the
type argument. The shape is plotted over the ROC curve, so that
the curve is re-plotted unless no.roc=TRUE.
Graphical functions are called with suppressWarnings.
Warnings
With type="shape", the warning “Low definition shape” is
issued when the shape is defined by less than 15 confidence
intervals. In such a case, the shape is not well defined and the ROC
curve could pass outside the shape. To get a better shape, increase
the number of intervals, for example with:
References
Xavier Robin, Natacha Turck, Alexandre Hainard, et al. (2011) “pROC: an open-source package for R and S+ to analyze and compare ROC curves”. BMC Bioinformatics, 7, 77. DOI: doi:10.1186/1471-2105-12-77 .
Examples
data(aSAH)
if (FALSE) { # \dontrun{
# Start a ROC plot
rocobj <- plot.roc(aSAH$outcome, aSAH$s100b)
plot(rocobj)
# Thresholds
ci.thresolds.obj <- ci.thresholds(rocobj)
plot(ci.thresolds.obj)
# Specificities
plot(rocobj) # restart a new plot
ci.sp.obj <- ci.sp(rocobj, boot.n=500)
plot(ci.sp.obj)
# Sensitivities
plot(rocobj) # restart a new plot
ci.se.obj <- ci(rocobj, of="se", boot.n=500)
plot(ci.se.obj)
# Plotting a shape. We need more
ci.sp.obj <- ci.sp(rocobj, sensitivities=seq(0, 1, .01), boot.n=100)
plot(rocobj) # restart a new plot
plot(ci.sp.obj, type="shape", col="blue")
# Direct syntax (response, predictor):
plot.roc(aSAH$outcome, aSAH$s100b,
ci=TRUE, of="thresholds")
# CI of a PR curve
co <- coords(rocobj, x = "all", input="recall", ret=c("recall", "precision"))
ci <- ci.coords(rocobj, x = seq(0, 1, .1), input="recall", ret="precision")
plot(co, type="l", ylim = c(0, 1))
plot(ci, type="shape")
plot(ci, type="bars")
lines(co)
} # }