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Conducting Bayesian Analysis Online Using BUGS
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Built-in models:Meta-analysis of correlation
! Model Let \(r_i\), \(n_i\), and \(a_i\) be the sample correlation, sample size, and power for study \(i,i=1,\ldots,m\). A random-effects meta-analysis model based on Fisher z-transformation can be written as below: {{%% \[ z_i = \frac{1}{2}\log\left[ \frac{1+r_i}{1-r_i}\right] \] \[ z_i \sim N(\zeta_i, \phi_i) \] \[ \zeta_i \sim N(\beta, \tau) \] \[ \phi_i = \frac{1}{a_i(n_i-3)} \] %%}}
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. Last changed: 2014/11/12 02:46
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