In the bivariate meta-analysis of data on true positives and negative (mathrm{CT}) scan diagnoses, adopt a scale

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In the bivariate meta-analysis of data on true positives and negative $\mathrm{CT}$ scan diagnoses, adopt a scale mixture of normals for the $\theta_{i}=\left(\theta_{i 1}, \theta_{i 2}\right)$ in the first model, namely

\[T P_{i} \sim \operatorname{Bin}\left(D_{i}, s_{i}\right),\]

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with $v$ an unknown, with prior $\frac{1}{v} \sim U(0.5,0.02)$. Are any studies classed as outliers using this strategy?

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Applied Bayesian Modelling

ISBN: 9781119951513

2nd Edition

Authors: Peter Congdon

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Question Posted: Mar 23, 2024 12:01 AM

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In the bivariate meta-analysis of data on true positives and negative (mathrm{CT}) scan diagnoses, adopt a scale

Question:

TN, ~Bin(W, 1), logit (s) = logit (t;) = 0,2; ~ BVN ; ~ Ga a().

Step by Step Answer:

Applied Bayesian Modelling

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