ci function uses the Monte
Carlo (type="MC") and the asymptotic normal theory
(type="asymp") with the multivariate delta standard
error (Asymptotic--Delta) method (Sobel, 1982) to compute a
CI. In addition, for each of the methods, when a user
specifies plot=TRUE and plotCI=TRUE, a plot
of the sampling distribution of the quantity of interest in
the quant argument and with an overlaid plot of the
CI will be produced. When type="all" and
plot=TRUE, two overlaid plots of the sampling
distributions corresponding to each method will be
produced; when plotCI=TRUE, then the overlaid plots
of the CIs for both methods will be displayed as well.ci(mu, Sigma, quant, alpha = 0.05, type = "MC", plot = FALSE,
plotCI = FALSE, n.mc = 1e+06, ...)mu=c(b1=.1,b2=3); otherwise, the coefficient names
are assigned autquant is a formula that
must start with the symbol "tilde" (~):
e.g., "MC" (default) for Monte Carlo,
"asymp" for Asymptotic-Delta, or "all" that
produces CIs using both methods.TRUE, plot the approximate
sampling distribution of the quantity of interest using
the specified method(s) in the argument type. The
default value is FALSE. When type="all",
superimposed denTRUE, overlays a CI plot with
error bars on the density plot of the sampling
distribution of quant. When type="all", the
superimposed CI plots generated by both methods are added
to the density plots. Notype is "MC" or "asymp",
ci returns a list that contains:type="MC", error of the Monte Carlo estimate.type="all", ci returns a list of two
objects, each of which a list that contains the
results produced by each method as described above.medci RMediation-packageci(mu=c(b1=1,b2=.7,b3=.6, b4= .45), Sigma=c(.05,0,0,0,.05,0,0,.03,0,.03),
quant=~b1*b2*b3*b4, type="all", plot=TRUE, plotCI=TRUE)Run the code above in your browser using DataLab