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© Eric Zivot 2012 Nobel Prize Lecture in Economics The Study of Causal Relationships in the Macroeconomy: The Contributions of Christopher Sims Eric Zivot Robert Richards Chaired Professor of Economics

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Christopher Sims Receives Nobel Prize Award given for their empirical research on cause and effect in the macroeconomy Sargent and Sims developed methods for identifying and quantifying the effects of changes in policy © Eric Zivot 2012

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Christopher Sims at Work © Eric Zivot 2012

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Christopher Sims – Trombone Player! © Eric Zivot 2012

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Short Biography Harvard, PhD 1968 Harvard, Assistant Professor Minnesota, Associate Professor Minnesota, Professor Yale, Henry Ford II Professor –One of my PhD advisors!!! Princeton, Harold H. Helm '20 Professor of Economics and Banking present © Eric Zivot 2012

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Simss Main Contributions Statistical tests for causal relations –Money, Income, and Causality, AER 1972 Vector autoregression (VAR) modeling framework –Macroeconomics and Reality, ECTA, 1980 –Comparison of Interwar and Postwar Business Cycles, AER, 1980 –Are Forecasting Models Usable for Policy Analysis?, Fed Quarterly Review, Use of Bayesian statistical methodology –Forecasting and conditional projection using realistic prior distributions. Econometric Reviews, 1984 –Bayesian Methods for Dynamic Multivariate Models", (with Tao Zha), IER, 1998 © Eric Zivot 2012

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Money, Income and Causality Background Keynesian-Monetarist Debate about the causes of business cycles –Keynesian view: business cycles are primarily demand-driven –Monetarist view: business cycles are primarily the result of monetary policy mistakes Monetarists argued that growth in the stock of money was tightly related to growth in income and they argued that this relationship was causal - fluctuations in money growth causing fluctuations in income. A statistically estimated equation with income explained by current and past money growth implied that most of the business cycle could be eliminated by simply making money supply growth constant. © Eric Zivot 2012

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Money, Income, and Causality Contributions Examine the substantive question: Is there statistical evidence that changes in the money supply is causal in the money-income relationship? Develop a direct statistical test for the existence of unidirectional causality. –Complements the causality tests of Clive Granger, who was also awarded the Nobel Prize for his work on the statistical analysis causality. © Eric Zivot 2012

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Causality Testing: Framework If the monetarists were right in claiming that the strong correlations of money growth with income primarily reflected a causal influence of monetary policy errors on income, future money growth should not contribute to explaining current income, once the influence of current and past money growth on income had been accounted for. © Eric Zivot 2012

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Causality Testing: Results The monetarist regressions passed the test. Future money growth did not help predict current income Problem: Framework only considers two variables –What about interest rates, prices, unemployment, exchange rates, etc? –Neglecting these variables could cloud the money- income causality results © Eric Zivot 2012

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Macroeconomics and Reality Circa 1980, the state of the art in macroeconometrics was to use large-scale Keynesian-type structural models. These models often involved scores or even hundreds of equations, essentially a S=D equation for every important market, identities to make sure things add up correctly, etc. But in order to estimate the parameters of these models, the structural parameters as they are known, you had to overcome the identification problem. © Eric Zivot 2012

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Macroeconomics and Reality The identification problem essentially asks if its possible to estimate the structural parameters at all. The answer, in general, is no. For example, if every variable in the model appears in every equation, then it won't be possible to estimate the structural model due to simultaneity bias. © Eric Zivot 2012

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Identification of Structural Models © Eric Zivot 2012

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Macroeconomics and Reality In large models, exclusions are numerous, and many researchers simply assumed whatever exclusion restrictions were needed to achieve identification, and then went on to estimate the model. Sims argued the assumptions that researchers were imposing to achieve identification had no theoretical basis. They were ad hoc and difficult to defend - especially when expectations are in the model © Eric Zivot 2012

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Simss VAR Modeling Framework Step1: Construct statistical forecasting model (VAR) to separate expected from unexpected effects Step 2: Identify causal links and extract fundamental shocks (VAR SVAR) Step 3: Trace effects of fundamental shocks on economy over time – Impulse response analysis © Eric Zivot 2012

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Step 1: Construct VAR Forecasting model for a collection of macro variables without ad hoc identifying restrictions Each variable is forecast using lagged values of itself and all other variables –Variable = Forecast (expected) + error (unexpected) Short-term forecasting accuracy is typically quite good © Eric Zivot 2012

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Step 2: Identify Causal Links Identify causal links and extract fundamental shocks using theory-based and non-ad hoc assumptions –Some variables react to others with a lag (e.g., M only responds to Y with a lag) –Long-run neutrality arguments (e.g., M has no long- run impact on Y) Process transforms errors in VAR equations into fundamental shocks © Eric Zivot 2012

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Step 3: Impulse Response Analysis © Eric Zivot 2012 Q: How do macro variables respond to unexpected fundamental shocks ?

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The Monetarist Debate Viewed Through SVARs Sims and others were able to show using SVAR's that influences of monetary policy were detectable in the data. But at the same time, they showed that most movements in both money stock and interest rates represented systematic reactions of monetary authorities to the state of the economy. Only a small part of macroeconomic fluctuations could be attributed to erratic monetary policy. © Eric Zivot 2012

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Bayesian Methodology The textbook frequentist view distinguishes non- random, but unknown, parameters from random quantities that repeatedly vary, or could conceivably repeatedly vary. The Bayesian view treats everything that is not known as random, until it is observed, after which it becomes non-random Think of coin flipping experiment © Eric Zivot 2012

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Bayesian Methodology A Bayesian approach comfortably accommodates uncertain prior information. In a large model, it allows introducing sensible restrictions on the values of unknown parameters, without pretending that these restrictions are without uncertainty. That is, it allows introducing probability distributions for model parameters, then allowing the data to update or sharpen those distributions. It thereby avoids the need to imply unrealistic precision in the probability distributions for model predictions. © Eric Zivot 2012

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Concluding Remarks Sims changed the way macroeconomists and econometricians model the economy After Sims, the profession moved away from using large scale Keynesian-style structural macro-models and adopted the SVAR approach IRF analysis from SVARs provide the stylized facts from which modern theory-based models are calibrated and evaluated Bayesian methods have become widely accepted © Eric Zivot 2012

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