In
[1, p. 60 exercise 3.4] we are asked to prove that the estimate
is an unbiased estimator, given
![\left\{x[0],x[1],...,x[N]\right\}](https://lysario.de/wp-content/cache/tex_1cc48dbb4a4db05229880d4eafd1756b.png)
are independent and identically distributed according to a

distribution. Furthermore we are asked to also find the variance of the estimator.
read the conclusion >