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A stochastic process describes the evolution of random variables/systems over time and/or space and/or any other index set. It has applications in areas such as econometrics, weather, signal processing, etc. Examples: Gaussian process, Markov process, etc.
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Describe AR process with additive white noise using ARMA process
Disclaimer: This is a homework problem
This is a problem from "Adaptive Filter Theory" by Haykin. Problem 2.10 (2nd edition).
Problem
A discrete-time stochastic process $\{x(n)\}$ that is real-valu …