Calculate and plot the Monte Carlo error of the samples from a JointAI model
MC_error(x, subset = "main", start = NULL, end = NULL, thin = NULL,
digits = 2, ...)# S3 method for MCElist
plot(x, scaled = TRUE, plotpars = NULL,
ablinepars = list(v = 0.05), ...)
object inheriting from class JointAI
subset of monitored parameters (columns in the MCMC sample).
Can be specified as a numeric vector of columns, a vector of
column names, as subset = "main" or NULL.
If NULL, all monitored nodes will be plotted.
subset = "main" (default) the main parameters of the
analysis model will be plotted (regression coefficients/fixed
effects, and, if available, standard deviation of the residual
and random effects covariance matrix).
the first iteration of interest (see window.mcmc)
the last iteration of interest (see window.mcmc)
thinning interval (see window.mcmc)
number of digits for output
Arguments passed on to mcmcse::mcse.mat
the batch size. The default value is
“sqroot”, which uses the square root of the
sample size. “cuberoot” will cause the
function to use the cube root of the sample size. A
numeric value may be provided if neither
“sqroot” nor “cuberoot” is
satisfactory.
a function such that \(E(g(x))\) is the
quantity of interest. The default is NULL, which
causes the identity function to be used.
the method used to compute the standard
error. This is one of “bm” (batch means,
the default), “obm” (overlapping batch
means), “tukey” (spectral variance method
with a Tukey-Hanning window), or “bartlett”
(spectral variance method with a Bartlett window).
use the scaled or unscaled version, default is TRUE
optional; list of parameters passed to plot()
optional; list of parameters passed to abline()
an object of class MCElist with elements unscaled,
scaled and digits. The first two are matrices with
columns est (posterior mean), MCSE (Monte Carlo error),
SD (posterior standard deviation) and MCSE/SD
(Monte Carlo error divided by post. standard deviation.)
plot: plot Monte Carlo error
Lesaffre, E., & Lawson, A. B. (2012). Bayesian Biostatistics. John Wiley & Sons.
# NOT RUN {
mod <- lm_imp(y~C1 + C2 + M2, data = wideDF, n.iter = 100)
MC_error(mod)
# }
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