Question: Let X(t) be a WSS process. We say that X(t) is mean ergodic if X(t) (defined above) is equal to X . Let A

Let X(t) be a WSS process. We say that X(t) is mean ergodic if 〈X(t)〉 (defined above) is equal to μX. Let A0, A1, A−1, A2, A−2, ⋯ be a sequence of i.i.d. random variables with mean EAi = μ

where, g(t) is given by1 -{ 0 g(t) = 0 < t < 1 otherwise

Show that X(t) is mean ergodic.

1 -{ 0 g(t) = 0 < t < 1 otherwise

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