13 16 Show that, under the hierarchical Bayes model near the end of Section 13 3, the conditional distribution of i given A and y is normal with mean equal to the right side of (13 31) with A replaced by A and variance equal to g1i(A) g2i(A), where g1i(A) and g2i(A) are given by (13 36) and (13 37...

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=+13.16. Show that, under the hierarchical Bayes model near the end of Section 13.3, the conditional distribution

Question:

=+13.16. Show that, under the hierarchical Bayes model near the end of Section 13.3, the conditional distribution of θi given A and y is normal with mean equal to the right side of (13.31) with Aˆ replaced by A and variance equal to g1i(A) + g2i(A), where g1i(A) and g2i(A) are given by (13.36) and

(13.37), respectively.

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