# Question: Consider a discrete time wide sense stationary random processes whose

Consider a discrete- time wide sense stationary random processes whose autocorrelation function is of the form

Assume this process has zero- mean. Is the process ergodic in the mean?

Assume this process has zero- mean. Is the process ergodic in the mean?

**View Solution:**## Answer to relevant Questions

Let X (t) be a wide sense stationary random process that is ergodic in the mean and the autocorrelation. However, X (t) is not zero- mean. Let Y (t) = CX (t), where C is a random variable independent of X (t) and C is not ...Let X (t) and X (t) be two jointly wide sense stationary Gaussian random processes with zero- means and with autocorrelation and cross- correlation functions denoted as , RXY (r), and RXY (r). Determine the cross- ...Let N (t) be a Poisson counting process with arrival rate. Find Pr (N (t) = k | N (t + τ) = m) Where τ > 0 and m≥ k. Model lightning strikes to a power line during a thunderstorm as a Poisson impulse process. Suppose the number of lightning strikes in time interval t has a mean rate of arrival given by s, which is one strike per 3 minutes. ...Consider the random process defined in Example 8.5. The PDF, fX (x; n), and the mean function, µX [n], were found. (a) Find the joint PDF, fX1, X2 (x1, x2; n1, n2). (b) Find the autocorrelation function, RX, X (k, n) = E ...Post your question