SOLVED: Problem 8 (More on MLE of a uniform distribution). Let Xi be i.i.d uniform on [0,0]. Let On be the MLE for 0 that you obtained from the previous exercise. Show that P[On 0 > ] = 0 for any € > 0.b) For any > 0, determine an explicit expression for the probability P[IO 01 > e]Compute; for any e > 0, the limitPIlvn(e n 0)1 > as n - O0What do your previous answers suggest about the asymptotic distribution of VnC (0n 0)?In particular; does this still look approximately normal?
SOLVED: Problem 8 (More on MLE of a uniform distribution). Let Xi b…
Nov 2, 2022
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