plot.LogConcDEAD {LogConcDEAD} | R Documentation |
Plot a log-concave maximum likelihood estimator
Description
plot
method for class "LogConcDEAD"
. Plots of various
types are available for 1- and 2-d data. For dimension greater than 1,
plots of axis-aligned marginal density estimates are available.
Usage
## S3 method for class 'LogConcDEAD'
plot(x, uselog=FALSE, type="ic", addp=TRUE,
drawlabels=TRUE, gridlen=400, g, marg, g.marg, main, xlab, ylab, ...)
Arguments
x |
Object of class |
uselog |
Scalar |
type |
Plot type: |
addp |
Scalar |
drawlabels |
Scalar |
gridlen |
Integer scalar indicating the number of points at which the maximum likelihood estimator is evaluated in each dimension |
g |
(optional) a |
marg |
If non- |
g.marg |
If |
main |
Title |
xlab |
x-axis label |
ylab |
y-axis label |
... |
Other arguments to be passed to the generic
|
Details
The density estimate is evaluated on a grid of points using the
interplcd
function. If several plots are required, this
may be computed separately and passed to plot
using the
g
argument.
For two dimensional data, the default plot type is "ic"
,
corresponding to image
and contour
plots.
These may be obtained separately using plot type "i"
or "c"
respectively. Where available, the use of plot type "r"
is
recommended. This uses the rgl package
to produce a 3-d plot that may be rotated by the user. The option
"p"
produces perspective plots.
For data of dimension at least 2, axis-aligned marginals may be
plotted by setting the marg
argument. This integrates the
estimated density over the remaining dimensions. If several plots are
required, the estimate may be computed using the function
interpmarglcd
and passed using the argument
g.marg
.
Where relevant, the colors were obtained from the function
heat_hcl
in the colorspace package. Thanks to
Achim Zeileis for this suggestion.
For examples, see mlelcd
.
Value
No return value, plot will display
Author(s)
Madeleine Cule
Robert B. Gramacy
Richard Samworth
Yining Chen
See Also
mlelcd
, interplcd
, interpmarglcd
, heat_hcl