why is the cross correlation constant if two stationary processes are independent, what is the joint probability distribution if two wide sense stationary processes $x(t)$ are uncorrelated, then the cross correlation is quizlet what is the cross correlation y/y in a stationary process in a joint probability distribution? is xy uncorrelated what is a stationary process why is the correlation in a cross correlation constant if two stationary processes are independent what is the r xy what is the cross correlation coefficient of a stationary process if two wide sense stationary processes are uncorrelated, what would be the coefficient between y(t)$ and $x(t)$ if two wide sense stationary processes $x(t)$ and $y(t)$ are correlated, then what is the cross correlation what is the difference between a stationary process and a correlated process? what is cross correlation for xy and y where is the cross correlation between a stationary process and the parallelity in a parallel relationship what is the relationship of the two wide sense stationary processes? which randomness is a continuous or a constant if two stationary processes are uncorrelated then the cross correlation is is xy a constant is r_xy ___ constant which statement can be made about the cross correlation between a stationary process and a stationary process?