How to do Meta Analysis? - AnalyticBridge2021-02-27T01:25:14Zhttps://www.analyticbridge.datasciencecentral.com/forum/topics/2004291:Topic:8847?feed=yes&xn_auth=noHere is my final effort on do…tag:www.analyticbridge.datasciencecentral.com,2008-10-14:2004291:Comment:264102008-10-14T16:58:02.652ZJ. Liddlehttps://www.analyticbridge.datasciencecentral.com/profile/jl
Here is my final effort on doing a meta-analysis:<br />
<br />
<a href="http://www.analyticbridge.com/profiles/blog/show?id=2004291%3ABlogPost%3A26408">http://www.analyticbridge.com/profiles/blog/show?id=2004291%3ABlogPost%3A26408</a>
Here is my final effort on doing a meta-analysis:<br />
<br />
<a href="http://www.analyticbridge.com/profiles/blog/show?id=2004291%3ABlogPost%3A26408">http://www.analyticbridge.com/profiles/blog/show?id=2004291%3ABlogPost%3A26408</a> Here is my current solution a…tag:www.analyticbridge.datasciencecentral.com,2008-03-30:2004291:Comment:91922008-03-30T22:13:31.809ZJ. Liddlehttps://www.analyticbridge.datasciencecentral.com/profile/jl
Here is my current solution as described in the methods section:<br />
<br />
<i>We wrote a bootstrap program in R to obtain a confidence interval for the grand mean (6). We assumed that the five sampling distributions each had a student’s t-distribution centered at the reported point estimate and with the reported variance and with Nh-1 degrees of freedom. We re-sampled 2000 realizations from each of the five t-distributions and computed the grand mean (6) for each realization. The histogram (Figure 7) of…</i>
Here is my current solution as described in the methods section:<br />
<br />
<i>We wrote a bootstrap program in R to obtain a confidence interval for the grand mean (6). We assumed that the five sampling distributions each had a student’s t-distribution centered at the reported point estimate and with the reported variance and with Nh-1 degrees of freedom. We re-sampled 2000 realizations from each of the five t-distributions and computed the grand mean (6) for each realization. The histogram (Figure 7) of these 2000 bootstrap realizations of the grand mean summarizes the results of the meta-analysis, and a 95% percentile confidence interval follows. The percentage of the bootstrap realizations of the grand mean greater than zero, gives an estimate of the Type I error for the point estimate estimate.</i>