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Consider the following augmented Phillips curve: \[ \pi_{t}-\theta \pi_{t-1}=(m+z)-\alpha u_{t} \] ...
Consider the following augmented Phillips curve: \[ \pi_{t}-\theta \pi_{t-1}=(m+z)-\alpha u_{t} \] When \( \theta \) is equal to zero then: Inflation fully depends on inflation in the previous period. The augmented Phillips curve transforms into the original Phillips curve. Inflation is very persistent. Inflation expectations are one.