Suppose that X follows a geometric distribution P(X = x) = P(1 – p)*-1 and assume a i.i.d. sample size of n.
(4) Is the MLE consistent? Is the MLE efficient? (4)
Suppose that X follows a geometric distribution P(X = x) = P(1 – p)*-1 and assume a i.i.d. sample size of n. (4) Is th
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Suppose that X follows a geometric distribution P(X = x) = P(1 – p)*-1 and assume a i.i.d. sample size of n. (4) Is th
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