Consider a real-valued random process
where and is a positive integer. Here, for and 0 otherwise. The coefficients are pairwise independent, zero-mean unit variance random variables.
Read the following statements about the random process and choose the correct option.
(i) The mean of the process is independent of time .
(ii) The autocorrelation function is independent of time for all .
(Here, is the expectation operation.)
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