2. Consider a covariance stationary AR(1)-ARCH(1) process for the return series {rt}, where rt+1 do + 1rt + Et+1, Et+1 =
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2. Consider a covariance stationary AR(1)-ARCH(1) process for the return series {rt}, where rt+1 do + 1rt + Et+1, Et+1 =
2. Consider a covariance stationary AR(1)-ARCH(1) process for the return series {rt}, where rt+1 do + 1rt + Et+1, Et+1 = Ot+12t+1 2 of+1 = α0 + α1€ ²² where {2} is a sequence of independent standard normal random variables, |¢1| < 1, ª > 0 and 0 < α₁ < 1. Show that the process {} is uncorrelated but not independent. [50%]
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