Modeling Inflation After the Crisis
James H. Stock, Mark W. Watson
Abstract
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James H. Stock, Mark W. Watson
Abstract
Open-access reader
In the United States, the rate of price inflation falls in recessions.Turning this observation into a useful inflation forecasting equation is difficult because of multiple sources of time variation in the inflation process, including changes in Fed policy and credibility.We propose a tightly parameterized model in which the deviation of inflation from a stochastic trend (which we interpret as long-term expected inflation) reacts stably to a new gap measure, which we call the unemployment recession gap.The short-term response of inflation to an increase in this gap is stable, but the long-term response depends on the resilience, or anchoring, of trend inflation.Dynamic simulations (given the path of unemployment) match the paths of inflation during post-1960 downturns, including the current one.
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In the United States, the rate of price inflation falls in recessions.Turning this observation into a useful inflation forecasting equation is difficult because of multiple sources of time variation in the inflation process, including changes in Fed policy and credibility.We propose a tightly parameterized model in which the deviation of inflation from a stochastic trend (which we interpret as long-term expected inflation) reacts stably to a new gap measure, which we call the unemployment recession gap.The short-term response of inflation to an increase in this gap is stable, but the long-term response depends on the resilience, or anchoring, of trend inflation.Dynamic simulations (given the path of unemployment) match the paths of inflation during post-1960 downturns, including the current one.
Key concepts: Economics, Inflation (cosmology), Unemployment, Recession, Econometrics, Monetary policy, Real interest rate, Output gap