A Monte Carlo study was conducted to determine Types I and II error rates of the Schmidt and Hunter (S&H) meta-analysis method and the U statistic for assessing homogeneity within a set of correlations. One thousand samples of correlations were generated randomly to fill each of 450 cells of an 18 × 5 × 5 (Underlying Population Correlations × Numbers of Correlations Compared × Sample Size Per Correlation) design. To assess Type I error rates, correlations were drawn from the same population. To assess power, correlations were drawn from two different populations. As compared with U, which was uniformly robust, the Type I error rate for the S&H method was unacceptably high in many cells, particularly when the criterion for determining homoge...
In a meta-analysis with multiple end points of interests that are correlated between or within studi...
The study seeks to determine the degree of accumulation of Type II error rates, while violating the ...
Two studies compared the Schmidt-Hunter method of meta-analysis (J. E. Hunter & F. L. Schmidt, 1990)...
In a Monte Carlo analysis of meta-analytic data, Type I and Type II error rates were compared for fo...
In a Monte Carlo analysis of meta-analytic data, Type I and Type II error rates were compared for fo...
The efficacy of the Hedges and colleagues, Rosenthal-Rubin, and Hunter-Schmidt methods for combining...
This study used Monte Carlo simulation to examine the increase in accuracy resulting from 2 statisti...
One conceptualization of meta-analysis is that studies within the meta-analysis are sampled from pop...
In statistical meta-analysis paradigm dealing with the techniques of pooling of evidence across seve...
Meta-analysis is a statistical methodology that combines the outcomes of several independent studies...
In statistical meta-analysis paradigm dealing with the techniques of pooling of evidence across seve...
Tests for experiments with matched groups or repeated measures designs use error terms that involve ...
Abstract Background The use of meta-analysis to aggregate the results of multiple studies has increa...
The test of homogeneity developed by L. V. Hedges (1982) for the fixed effects model is frequently u...
The accuracy and precision of the estimation of population effect size was evaluated using standardi...
In a meta-analysis with multiple end points of interests that are correlated between or within studi...
The study seeks to determine the degree of accumulation of Type II error rates, while violating the ...
Two studies compared the Schmidt-Hunter method of meta-analysis (J. E. Hunter & F. L. Schmidt, 1990)...
In a Monte Carlo analysis of meta-analytic data, Type I and Type II error rates were compared for fo...
In a Monte Carlo analysis of meta-analytic data, Type I and Type II error rates were compared for fo...
The efficacy of the Hedges and colleagues, Rosenthal-Rubin, and Hunter-Schmidt methods for combining...
This study used Monte Carlo simulation to examine the increase in accuracy resulting from 2 statisti...
One conceptualization of meta-analysis is that studies within the meta-analysis are sampled from pop...
In statistical meta-analysis paradigm dealing with the techniques of pooling of evidence across seve...
Meta-analysis is a statistical methodology that combines the outcomes of several independent studies...
In statistical meta-analysis paradigm dealing with the techniques of pooling of evidence across seve...
Tests for experiments with matched groups or repeated measures designs use error terms that involve ...
Abstract Background The use of meta-analysis to aggregate the results of multiple studies has increa...
The test of homogeneity developed by L. V. Hedges (1982) for the fixed effects model is frequently u...
The accuracy and precision of the estimation of population effect size was evaluated using standardi...
In a meta-analysis with multiple end points of interests that are correlated between or within studi...
The study seeks to determine the degree of accumulation of Type II error rates, while violating the ...
Two studies compared the Schmidt-Hunter method of meta-analysis (J. E. Hunter & F. L. Schmidt, 1990)...