Example 17-4. Let X be distributed in the Poisson form with parameter 0. Show that only unbiased estimator of exp {- (k + 1)0}, k> 0, is T(X) = (– k)X so that T(x) > 0 if x is even and T(x)

Example 17-4. Let X be distributed in the Poisson form with parameter 0. Show that<br>only unbiased estimator of exp {- (k + 1)0}, k> 0, is T(X) = (– k)X so that T(x) > 0 if x is even<br>and T(x) < 0 if x is odd.<br>%3D<br>

Extracted text: Example 17-4. Let X be distributed in the Poisson form with parameter 0. Show that only unbiased estimator of exp {- (k + 1)0}, k> 0, is T(X) = (– k)X so that T(x) > 0 if x is even and T(x) < 0="" if="" x="" is="" odd.="">

Jun 02, 2022

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Example 17-4. Let X be distributed in the Poisson form with parameter 0. Show that only unbiased estimator of exp {- (k + 1)0}, k> 0, is T(X) = (– k)X so that T(x) > 0 if x is even and T(x)

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