find the UMVUE (Uniform Minimum Variance of Unbaised Estimation) of the iid random variables of uniform distribution
$\displaystyle U(\theta-1,\theta+1)$ where $\displaystyle -\infty <\theta<\infty $
find the UMVUE (Uniform Minimum Variance of Unbaised Estimation) of the iid random variables of uniform distribution
$\displaystyle U(\theta-1,\theta+1)$ where $\displaystyle -\infty <\theta<\infty $