[商管] 統計geometric分配MLE的期望值變異數
For a geometric distribution, it is known that Pr(X=k)=p*(1-p)^(k-1)
where k is the total number of trials required to reach the first
success.
p的MLE為Xbar的倒數
要求MLE的期望值和變異數
我想說先用負二項去找E(1/Y)
Y是X1,...,Xn的總合
可是還是卡住了QQ
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