Im working through the following likelihood ratio problem below (not a homework question, studying for a final).

Given a uniform random sample on $[0, θ]$, derive the likelihood ratio test statistic for parameter θ, for the unconstrained model versus the constrained model $θ ≥ 2$.

I've worked through finding the unconstrained MLE of $X_{(n)}$. How would I proceed with the question? I'm not sure how to represent the constrained model.



Your Answer

By clicking “Post Your Answer”, you agree to our terms of service and acknowledge you have read our privacy policy.