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Let X be a random variable, which has a density function f depending on the parameter > 1 f ( x ; ) = {(
Let X be a random variable, which has a density function f depending on the parameter >1
f(x;)={(1)(x2)2, when 23 and 0, otherwise.
We have a random sample (X1,...,Xn), the elements of which have the distribution given by the function f.
Determine the maximum likelihood estimator for the parameter .
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