A random process has sample functions of the form xta where
A random process has sample functions of the form
X(t)=A
where A is a Rayleigh distributed random variable with mean of 4.
A) Is this process wide sense stationary? If so, why?
B) Is this process ergodic? If so, why?
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the database of the world economic outlook of the international monetary fund provides the following information about
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a random process has sample functions of the formxtawhere a is a rayleigh distributed random variable with mean of 4a
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