Show that the family of exponential distributions ea with
Let T0(X) be an unbiased estimator of in an estimation problem. Show that any unbiased estimator of ϑ is of the form T(X) = T0(X)- U(X), where U(X) is an "unbiased estimator" of 0.
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let x1 xnnbspbe iid observations suppose that tnnbspis an unbiased estimator of thetasym based on x1 xnnbspsuch that
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let t0x be an unbiased estimator of in an estimation problem show that any unbiased estimator of thetasym is of the
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let x1 xnnbspbe iid from the uniform distribution on theta- frac12 theta frac12 where theta isin r is unknown show
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