Question: Suppose X~N(0, I2), L(0, a) = (0'a-1)2, A = {(a, a2)': a, 0, a20, and a + a2= 1}, and 0~2(, B), u and B

Suppose X~N₂(0, I2), L(0,

a) = (0'a-1)2, A = {(a₁, a2)':

a, ≥0, a2≥0, and a₁ + a2= 1}, and 0~№2(μ, B), u and B known. Find the Bayes estimator of 0.

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