bootstrapLavaan | R Documentation |
Bootstrap the LRT, or any other statistic (or vector of statistics) you can extract from a fitted lavaan object.
bootstrapLavaan(object, R = 1000L, type = "ordinary", verbose = FALSE,
FUN = "coef", keep.idx = FALSE,
parallel = c("no", "multicore", "snow"),
ncpus = 1L, cl = NULL, iseed = NULL, h0.rmsea = NULL, ...)
bootstrapLRT(h0 = NULL, h1 = NULL, R = 1000L, type="bollen.stine",
verbose = FALSE, return.LRT = FALSE, double.bootstrap = "no",
double.bootstrap.R = 500L, double.bootstrap.alpha = 0.05,
parallel = c("no", "multicore", "snow"),
ncpus = 1L, cl = NULL, iseed = NULL)
object |
An object of class |
h0 |
An object of class |
h1 |
An object of class |
R |
Integer. The number of bootstrap draws. |
type |
If |
FUN |
A function which when applied to the |
... |
Other named arguments for |
verbose |
If |
keep.idx |
If |
return.LRT |
If |
parallel |
The type of parallel operation to be used (if any). If
missing, the default is |
ncpus |
Integer: number of processes to be used in parallel operation.
By default
this is the number of cores (as detected by |
cl |
An optional parallel or snow cluster for use if
|
iseed |
An integer to set the seed. Or NULL if no reproducible results are
needed. This works for both serial (non-parallel) and parallel settings.
Internally, |
h0.rmsea |
Only used if |
double.bootstrap |
If |
double.bootstrap.R |
Integer. The number of bootstrap draws to be use for the double bootstrap. |
double.bootstrap.alpha |
The significance level to compute the adjusted alpha based on the plugin p-values. |
The FUN function can return either a scalar or a numeric vector.
This function can be an existing function (for example coef
) or
can be a custom defined function. For example:
myFUN <- function(x) { # require(lavaan) modelImpliedCov <- fitted(x)$cov vech(modelImpliedCov) }
If parallel="snow"
, it is imperative that the require(lavaan)
is included in the custom function.
For bootstrapLavaan()
, the bootstrap distribution of the value(s)
returned by FUN
, when the object can be simplified to a vector.
For bootstrapLRT()
, a bootstrap p value, calculated as the
proportion of bootstrap samples with a LRT statistic at least as large as
the LRT statistic for the original data.
Yves Rosseel and Leonard Vanbrabant. Ed Merkle contributed Yuan's bootstrap. Improvements to Yuan's bootstrap were contributed by Hao Wu and Chuchu Cheng. The handling of iseed was contributed by Shu Fai Cheung.
Bollen, K. and Stine, R. (1992) Bootstrapping Goodness of Fit Measures in Structural Equation Models. Sociological Methods and Research, 21, 205–229.
Yuan, K.-H., Hayashi, K., & Yanagihara, H. (2007). A class of population covariance matrices in the bootstrap approach to covariance structure analysis. Multivariate Behavioral Research, 42, 261–281.
# fit the Holzinger and Swineford (1939) example
HS.model <- ' visual =~ x1 + x2 + x3
textual =~ x4 + x5 + x6
speed =~ x7 + x8 + x9 '
fit <- cfa(HS.model, data=HolzingerSwineford1939, se="none")
# get the test statistic for the original sample
T.orig <- fitMeasures(fit, "chisq")
# bootstrap to get bootstrap test statistics
# we only generate 10 bootstrap sample in this example; in practice
# you may wish to use a much higher number
T.boot <- bootstrapLavaan(fit, R=10, type="bollen.stine",
FUN=fitMeasures, fit.measures="chisq")
# compute a bootstrap based p-value
pvalue.boot <- length(which(T.boot > T.orig))/length(T.boot)
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