Decomposing the Fiscal Multiplier

53 Pages Posted: 6 Apr 2020 Last revised: 9 Feb 2025

See all articles by James Cloyne

James Cloyne

University of California, Davis; Bank of England - Monetary Analysis

Òscar Jordà

Federal Reserve Banks - Federal Reserve Bank of San Francisco

Alan M. Taylor

Columbia University; National Bureau of Economic Research (NBER); Centre for Economic Policy Research (CEPR)

Multiple version iconThere are 2 versions of this paper

Date Written: April 2020

Abstract

The fiscal “multiplier” seeks to measure how many additional dollars of output are gained or lost for each dollar of fiscal expansion or contraction. In practice, the multiplier at any point in time depends on the monetary policy response and existing conditions in the economy. Using the IMF fiscal consolidations dataset for identification and a new decomposition-based approach, we show how to quantify the importance of these monetary-fiscal interactions. In the data, the fiscal multiplier varies considerably with monetary policy: it can be as small as zero, or as large as 2, depending on the monetary offset. More generally, we show how to decompose the typical macro impulse response function by extending local projections to carry out the well-known Kitagawa-Blinder-Oaxaca decomposition. This provides a convenient way to evaluate the effects of policy, state-dependence, time-variation, and the balance conditions for identification.

Suggested Citation

Cloyne, James and Cloyne, James and Jordà, Òscar and Taylor, Alan M., Decomposing the Fiscal Multiplier (April 2020). NBER Working Paper No. w26939, Available at SSRN: https://ssrn.com/abstract=3569404

James Cloyne (Contact Author)

Bank of England - Monetary Analysis ( email )

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University of California, Davis ( email )

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Davis, CA 95616
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Òscar Jordà

Federal Reserve Banks - Federal Reserve Bank of San Francisco ( email )

Alan M. Taylor

Columbia University ( email )

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New York, NY 10027
United States

National Bureau of Economic Research (NBER)

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Centre for Economic Policy Research (CEPR)

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HOME PAGE: http://cepr.org

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