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Show that the random process Z(t) = X cos(wt) - Y sin(wt) X~N(0,0), Y~N(0,0) is wide sense stationary if and only if X and
Show that the random process Z(t) = X cos(wt) - Y sin(wt) X~N(0,0), Y~N(0,0) is wide sense stationary if and only if X and Y are orthogonal. Show steps if possible
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To show that the random process Zt X coswt Y sinwt is wide sense stationary WSS if and only if X and Y are orthogonal need to prove both directions of the statement Direction 1 If Zt is WSS then X and ...
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Probability and Random Processes With Applications to Signal Processing and Communications
Authors: Scott Miller, Donald Childers
2nd edition
123869811, 978-0121726515, 121726517, 978-0130200716, 978-0123869814
