plot.spv {vdg} | R Documentation |
Plot VDGs or FDS plots
Description
Produce Variance Dispersion Graphs and/or Fraction of Design Space plots for
experimental designs. There are methods for the S3 classes spv
,
spvlist
, spvforlist
and spvlistforlist
– see
spv
.
Usage
## S3 method for class 'spv'
plot(
x,
which = c("fds", "vdgsim", "vdgquantile", "vdgboth", "boxplots"),
np = 50,
alpha = 7/sqrt(length(x$spv)),
points.colour = "#39BEB1",
points.size = 2,
tau = c(0.05, 0.95),
radii = 21,
hexbin = FALSE,
bins = 80,
df = 10,
lines.size = 1,
origin = rep(0, ncol(x$sample)),
method,
arrange = FALSE,
...
)
## S3 method for class 'spvforlist'
plot(
x,
which = c("fds", "vdgsim", "vdgquantile", "vdgboth", "boxplots"),
np = 50,
alpha = 7/sqrt(length(x[[1]]$spv)),
points.colour = "#39BEB1",
points.size = 2,
tau = c(0.05, 0.95),
radii = 21,
hexbin = FALSE,
bins = 80,
df = 10,
lines.size = 1,
origin = rep(0, ncol(x[[1]]$sample)),
method,
arrange = FALSE,
...
)
## S3 method for class 'spvlist'
plot(
x,
which = c("fds", "vdgsim", "vdgquantile", "vdgboth", "boxplots"),
np = 50,
alpha = 7/sqrt(length(x[[1]]$spv)),
points.colour = "#39BEB1",
points.size = 2,
tau = c(0.05, 0.95),
radii = 21,
hexbin = FALSE,
bins = 80,
VRFDS = FALSE,
df = 10,
lines.size = 1,
origin = rep(0, ncol(x[[1]]$sample)),
method,
arrange = FALSE,
...
)
## S3 method for class 'spvlistforlist'
plot(
x,
which = c("fds", "vdgsim", "vdgquantile", "vdgboth", "boxplots"),
np = 50,
alpha = 7/sqrt(length(x[[1]][[1]]$spv)),
points.colour = "#39BEB1",
points.size = 2,
tau = c(0.05, 0.95),
radii = 21,
hexbin = FALSE,
bins = 80,
df = 10,
lines.size = 1,
origin = rep(0, ncol(x[[1]][[1]]$sample)),
method,
arrange = FALSE,
...
)
Arguments
x |
an object of type |
which |
either a numeric vector of integers or a character vector indicating which plots to produce. The possible plots are:
|
np |
scalar; the number of points to use for calculating the fraction of design space criterion. |
alpha |
the alpha transparency coefficient for the plots |
points.colour |
colour for points in scatterplot of SPV against the radius |
points.size |
size for points in scatterplot of SPV against the radius |
tau |
the tau parameter for |
radii |
either a numeric vector containing the radii to use for calculating the mean spherical SPV over the spherical design space, or an integer (length one vector) giving the number of radii to use for calculationg the mean spherical SPV. If missing, the mean spherical SPV is not used. |
hexbin |
logical indicating whether hexagonal binning should be used to display density instead of colour transparency |
bins |
argument passed to |
df |
degrees-of-freedom parameter passed to |
lines.size |
line size passed to |
origin |
numeric vector specifying the origin of the design space |
method |
optional; passed to |
arrange |
Logical indicating whether to return a single graphical object arranging the
resulting plots in a single plot window via |
... |
additional arguments passed to |
VRFDS |
logical indicating whether to construct a variance ratio FDS plot or not (only for class |
Value
Returns a list of ggplot
graphical objects (or grobs) with names corresponding
to the character version of which
. These plot objects can be manipulated by changing plot
aesthetics and theme elements.
Author(s)
Pieter C. Schoonees
References
Pieter C. Schoonees, Niel J. le Roux, Roelof L.J. Coetzer (2016). Flexible Graphical Assessment of Experimental Designs in R: The vdg Package. Journal of Statistical Software, 74(3), 1-22. doi:10.18637/jss.v074.i03.
Examples
# Single design (class 'spv')
# Larger n should be used in actual cases
library(rsm)
bbd3 <- as.data.frame(bbd(3)[,3:5])
colnames(bbd3) <- paste0("x", 1:3)
quad.3f <- formula(~ x1*x2*x3 - x1:x2:x3 + I(x1^2) + I(x2^2) + I(x3^2))
set.seed(1234)
out <- spv(n = 1000, design = bbd3, type = "spherical", formula = quad.3f)
out
plot(out)
# List of designs (class 'spvlist')
## Not run:
data(SCDH5); data(SCDDL5)
des.list <- list(SCDH5 = SCDH5, SCDDL5 = SCDDL5)
quad.5f <- formula(~ x1 + x2 + x3 + x4 + x5 + x1:x2 + x1:x3 + x1:x4 + x1:x5
+ x2:x3 + x2:x4 + x2:x5 + x3:x4 + x3:x5 + x4:x5
+ I(x1^2) + I(x2^2) + I(x3^2) + I(x4^2) + I(x5^2))
out2 <- spv(n = 500, design = des.list, type = "spherical", formula = quad.5f)
out2
plot(out2)
## End(Not run)
# List of formulae (class 'spvforlist')
## Not run:
fact3 <- expand.grid(x1 = c(-1,1), x2 = c(-1, 1), x3 = c(-1,1))
lin.3f <- formula(~ x1 + x2 + x3)
int.3f <- formula(~ (x1+x2+x3)^2)
set.seed(4312)
out3 <- spv(n = 500, design = fact3, type = "cuboidal",
formula = list(linear = lin.3f, interaction = int.3f))
out3
plot(out3)
## End(Not run)
# List of formulae and designs (class 'spvlistforlist')
## Not run:
fact3.n <- rbind(fact3, 0, 0, 0)
set.seed(4312)
out4 <- spv(n = 200, design = list(factorial = fact3, factorial.with.cntr = fact3.n),
type = "cuboidal", formula = list(linear = lin.3f, interaction = int.3f))
out4
plot(out4)
## End(Not run)