A discrete random process, XIn], is generated by repeated tosses of a coin. Let the occurrence of a head be denoted by 1 and that
A discrete random process, XIn], is generated by repeated tosses of a coin. Let the occurrence of a head be denoted by 1 and that of a tail by -1. A new discrete random process is generated by Y[2n]=XIn] for n=.,-3,-2,-1,0,1,2,3.. and Y[n]=X[n+1] for n odd (either positive or negative). Find the autocorrelation function for Y[n]
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