View source: R/nma_dic-class.R
plot.nma_dic | R Documentation |
The plot()
method for nma_dic objects produced by dic()
produces
several useful diagnostic plots for checking model fit and model comparison.
Further detail on these plots and their interpretation is given by
\insertCiteTSD2;textualmultinma.
## S3 method for class 'nma_dic'
plot(
x,
y,
...,
type = c("resdev", "leverage"),
show_uncertainty = TRUE,
stat = "pointinterval",
orientation = c("vertical", "horizontal", "x", "y"),
dic_contours = 1:4
)
x |
A |
y |
(Optional) A second |
... |
Additional arguments passed on to other methods |
type |
With a single |
show_uncertainty |
Logical, show uncertainty with a |
stat |
Character string specifying the |
orientation |
Whether the |
dic_contours |
Numeric vector of DIC contribution contours to show on
leverage plots, default |
When a single nma_dic
object is given, the default plot (type = "resdev"
) shows the residual deviance contribution for each data point.
For a good fitting model, each data point is expected to have a residual
deviance equal to its degrees of freedom (typically 1, except for multi-arm
trials in contrast format or multinomial outcomes); larger values indicate
data points that are fit poorly by the model. A leverage plot can be
produced with type = "leverage"
, plotting the leverages (contributions to
p_D
) against the signed square root residual deviance, both
standardised by the degrees of freedom. Contours for different DIC
contribution cutoffs are also shown; points which lie outside the DIC=3
contour are generally identified as contributing to a model's poor fit.
When two nma_dic
objects are given, a "dev-dev" plot comparing the
residual deviance contributions under each model is produced. Data points
with residual deviance contributions lying on the line of equality are fit
equally well under either model. Data points lying below the line of
equality indicate better fit under the second model (y
); conversely, data
points lying above the line of equality indicate better fit under the first
model (x
). A common use case is to compare a standard consistency model
(fitted using nma()
with consistency = "consistency"
) with an unrelated
mean effects (UME) inconsistency model (fitted using nma()
with
consistency = "ume"
), to check for potential inconsistency.
See \insertCiteTSD2;textualmultinma for further details.
A ggplot
object.
## Smoking cessation
# Run smoking FE NMA example if not already available
if (!exists("smk_fit_FE")) example("example_smk_fe", run.donttest = TRUE)
# Run smoking RE NMA example if not already available
if (!exists("smk_fit_RE")) example("example_smk_re", run.donttest = TRUE)
# Compare DIC of FE and RE models
(smk_dic_FE <- dic(smk_fit_FE))
(smk_dic_RE <- dic(smk_fit_RE)) # substantially better fit
# Plot residual deviance contributions under RE model
plot(smk_dic_RE)
# Further customisation is possible using ggplot commands
# For example, highlighting data points with residual deviance above a certain threshold
plot(smk_dic_RE) +
ggplot2::aes(colour = ggplot2::after_stat(ifelse(y > 1.5, "darkorange", "black"))) +
ggplot2::scale_colour_identity()
# Or by posterior probability, for example here a central probability of 0.6
# corresponds to a lower tail probability of (1 - 0.6)/2 = 0.2
plot(smk_dic_RE, .width = c(0.6, 0.95)) +
ggplot2::aes(colour = ggplot2::after_stat(ifelse(ymin > 1, "darkorange", "black"))) +
ggplot2::scale_colour_identity()
# Leverage plot for RE model
plot(smk_dic_RE, type = "leverage")
# Check for inconsistency using UME model
# Run smoking UME NMA example if not already available
if (!exists("smk_fit_RE_UME")) example("example_smk_ume", run.donttest = TRUE)
# Compare DIC
smk_dic_RE
(smk_dic_RE_UME <- dic(smk_fit_RE_UME)) # no difference in fit
# Compare residual deviance contributions with a "dev-dev" plot
plot(smk_dic_RE, smk_dic_RE_UME)
# By default the dev-dev plot can be a little cluttered
# Hiding the credible intervals
plot(smk_dic_RE, smk_dic_RE_UME, show_uncertainty = FALSE)
# Changing transparency
plot(smk_dic_RE, smk_dic_RE_UME, point_alpha = 0.5, interval_alpha = 0.1)
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