1.23 In Example 1.16(b), show that for any k > 0, the estimator = n 1...

1.23 In Example 1.16(b), show that for any k > 0, the estimator

δ =

√n 1 + √n 1

n n

i=1 Xk i +

1 2(1 + √n)

is a Bayes estimator for the prior distribution  over F0 for which (1.36) was shown to be Bayes.