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Published byGerard Walsh Modified over 9 years ago
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The output gap in the monetary transmission mechanism Lavan Mahadeva Monetary Policy Committee Bank of England October 29-30 2004, 3rd Macroeconomic Policy Research Workshop at the National Bank of Hungary
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Official rate Market rates Asset prices Exchange rate Domestic demand Net external demand Total demand Domestic inflationary pressure Imported inflation Inflation Expectations/ confidence The transmission mechanism when exchange rates are floating
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This paper is not about different techniques to measure the output gap.
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Flexible-price concept of the output gap/potential output
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Comparing flexible-price output to other concepts- gapology No nominal rigiditiesflexible-price No real rigidities (in capital) + no nominal rigidities steady state Steady state
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Comparing actual, flexible-price and steady state Strategy: Put a Mankiw and Reis wage equation in a small GE model. Solve the model (analytically) with a a) nominal rigidities and real rigidities, b) without nominal rigidities, and c) without both.
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Simplifying assumptions of the model Closed economy; Simple policy choice; No physical capital; No other nominal and real rigidities except information rigidities in wage equation; and only two shocks.
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1a.Actual economy wage eq
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1b. Flexible-price Wage eq
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1c. Steady-state wage eq
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Implications Gaps relative to the steady-state and flexible-price a) can be far apart and b) can be composed of different shocks Therefore we must take care for example not to linearise around the steady-state gap and then inference about the flexible-price gap
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Why is output gap meant to be useful? As a shock identifier- tells us if there is a trade-off or not and to help make the output objective more precise
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Within a class of standard models Flexible-price state exists, unique and is stable. Expectation of actual economy, conditional on real shocks=flexible-price state
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But….. how long does it take to get to the flexible-price state?
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And in many models, the covariance between the output gap and flexible- price output is not always zero… why? - financial market imperfections..
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Another reason is the type of nominal rigidity... Experiment: Compare model with M&R wage equation to an AR nominal rigidity wage equation
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Where does this leave the output gap?(1) Key issue is nominal rigidity- until we get that right, we cannot be sure about measurement Model-based underpinnings needed
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Where does this leave the output gap? (2) Output gap does not summarise output objective of the transmission mechanism Flexible-price measurement matters not just to measure what we cannot affect, but because it affects the transmission of monetary policy Real rigidities matter- interaction with nominal is key
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Real disqeuilibria Many possible measures of real disequilibria: R-R*, M-M* etc. All composed of demand-side shocks... but in different combinations to the demand-side shock component of inflation.
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