Question

Problem 6 Let X = {x_1, ..., x_n} be an identically, independent distributed (iid) sample drawn from a distribution with the probability density function egin{equation} f(x| heta) = frac{1}{2}e^{-|x- heta|}, x in ]-infty, +infty[ end{equation} Suppose that the parameter $ heta$ is unknown, please find the MLE of $ heta$.

          Problem 6
Let X = {x_1, ..., x_n} be an identically, independent distributed (iid) sample drawn from a
distribution with the probability density function
egin{equation*}
f(x|	heta) = frac{1}{2}e^{-|x-	heta|}, x in ]-infty, +infty[
end{equation*}
Suppose that the parameter $	heta$ is unknown, please find the MLE of $	heta$.

$Problem 6 Let X = x1, ..., xn be an identically, independent distributed (iid) sample drawn from a distribution with the probability density function eginequation* f(x| heta) = frac12e^-|x- heta|, x in ]-infty, +infty[ endequation* Suppose that the parameter heta is unknown, please find the MLE of heta.$

Added by Juan M.

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