eefAnalyticsList: A list of eefAnalytics S3 objects from eefAnalytics package.
group: a string/scalar value indicating which intervention to plot. This must be one of the values of intervention variable excluding the control group. For a two arm trial, the maximum number of values to consider is 1 and 2 for three arm trial.
Conditional: a logical value to indicate whether to plot conditional effect size. The default is Conditional=TRUE, otherwise Conditional=FALSE should be specified for plot based on unconditional effect size. Conditional variance is total or residual variance a multilevel model with fixed effects, whilst unconditional variance is total variance or residual variance from a multilevel model with only intercept as fixed effect.
ES_Total: A logical value indicating whether to plot the effect size based on total variance or within school variance. The default is ES_Total=TRUE, to plot effect size using total variance. ES_Total=FALSE should be specified for effect size based on within school or residuals variance.
modelNames: a string factor containing the names of model to compare. See examples below.
Returns
Returns a bar plot to compare the different methods. The returned figure can be further modified as any ggplot
Details
ComparePlot produces a bar plot which compares the effect sizes and the associated confidence intervals from the different models. For a multilevel model, it shows the effect size based on residual variance and total variance.
Examples
if(interactive()){data(mstData)#################### SRT ####################outputSRT <- srtFREQ(Posttest~ Intervention + Prettest, intervention ="Intervention", data = mstData)outputSRTBoot <- srtFREQ(Posttest~ Intervention + Prettest, intervention ="Intervention",nBoot=1000, data = mstData)#################### MST ####################outputMST <- mstFREQ(Posttest~ Intervention + Prettest, random ="School", intervention ="Intervention", data = mstData)outputMSTBoot <- mstFREQ(Posttest~ Intervention + Prettest, random ="School", intervention ="Intervention", nBoot =1000, data = mstData)####################### Bayesian #######################outputSRTbayes <- srtBayes(Posttest~ Intervention + Prettest, intervention ="Intervention", nsim =2000, data = mstData)## comparing different resultsComparePlot(list(outputSRT,outputSRTBoot,outputMST,outputMSTBoot,outputSRTbayes), modelNames =c("ols","olsBoot","MLM","MLMBoot","OLSBayes"),group=1)}