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Computing Reliable Change Index (RCI) for Clinically-Significant Differences [R]

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rci

About

Reliable Change Index (RCI) is a concept in measurement and assessment. The statistic addresses two concerns: (1) For a given client, is the change in scores on a specific psychometric instrument across 2 measurement points reliable; and (2) Is the extent of change large enough such that it is clinically significant? The rci package provides a convenient solution to RCI computations. The package includes the various RCI formulas available in the academic literature.

Installation

To install the development version, you need to run the following code:

devtools::install_github("dtyk/rci")

Usage

The rci function takes in four arguments: (1) a data frame, (2) column containing pre-test scores, (3) column containing post-test scores, and (4) the RCI formula to be used. If no formula is provided, the Jacobson & Truax (1991) formula will be used.

The formulas are:

Formula Article Description
JT Jacobson & Truax, 1991 The standard error of measurement of the difference score, when variances are equal
CM Christensen & Mendoza, 1986 The standard deviation of difference scores
I Iverson et al., 2003 The standard error of measurement of the difference score
L Lewis et al., 2007 The within-subjects standard deviation
M McSweeney et al., 1993 The standard deviation of the least-squares regression residuals

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Computing Reliable Change Index (RCI) for Clinically-Significant Differences [R]

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