$X_1,\ldots,X_n$ $n$ sampled are random variable $f(x|\theta)=(-1)\theta \ln\theta 1_{x>\theta}$ where $1$ is the indicator function. What is the log likelihood function? It seems easy to multiply but i am not sure how to handle the term $(-1)^n$ and $1^n{x>\theta}$
A question about the likelihood function
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statistics
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0Some editing is needed to make it clear exactly what $f(x|\theta)$ is. – 2012-03-16