Given a real-valued white random process $X[k]$ with zero mean, we define:
$Y[k]=X[k]+X[k-1]$
Is $Y[k]$ also a white process? What if $X[k]$ is strictly white?
Given a real-valued white random process $X[k]$ with zero mean, we define:
$Y[k]=X[k]+X[k-1]$
Is $Y[k]$ also a white process? What if $X[k]$ is strictly white?
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