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Copy file name to clipboardExpand all lines: R/multistage_test_function.R
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#' \item{final.theta.estimate}{A numeric vector of the final theta estimates using the \code{method} provided in \code{function.call}.}
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#' \item{eap.theta}{A numeric vector of the final theta estimates using the expected a posteriori (EAP) theta estimate from \code{catR::eapEst}.}
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#' \item{final.theta.Baker}{A numeric vector of the final theta estimates using an iterative maximum likelihood estimation procedure as described in chapter 5 of Baker (2001).}
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#' \item{final.theta.SEM}{A numeric vector of the final standard error of measurement (SEM) estimates using the \code{mstR::semTheta} function.}
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#' \item{final.theta.SEM}{A numeric vector of the final standard error of measurement (SEM) estimates using the \code{catR::semTheta} function.}
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#' \item{final.items.seen}{A matrix of the final items seen by each individual using the supplied item names. `NA` values indicate that an individual wasn't given any items to answer after the last specified item in their row.}
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#' \item{final.responses}{A matrix of the responses to the items seen in \code{final.items.seen}. \code{NA} values indicate that the individual didn't answer the question in the supplied response file or wasn't given any more items to answer.}
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#' \item{transition.matrix}{The \code{transition_matrix} originally supplied to the function.}
The theta estimates under CMT using the default module selection are close except for person 4, whose estimate falls outside of the 95% confidence interval. Using the "MLWMI" module selection does not work very well at all for this data, though.
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The theta estimates under CMT using the default module selection are close as all the estimates fall within the 95% confidence interval. Using the "MLWMI" module selection produces different, but similarly accurate estimates.
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