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1. Suppose that X has a N(u,0") distribution where o >0 and u is known. Then - 4²1202 f(x) = 1 2πσ e exp 1 x? 202 + UX 1
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1. Suppose that X has a N(u,0") distribution where o >0 and u is known. Then - 4²1202 f(x) = 1 2πσ e exp 1 x? 202 + UX 1
1. Suppose that X has a N(u,0") distribution where o >0 and u is known. Then - 4²1202 f(x) = 1 2πσ e exp 1 x? 202 + UX 1 Let n = -1 and n2 = 5. Why is, this parametrization not the regular exponential family? [Hint: show that 17, and 172 satisfy a linearity condition.] 1 20
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