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Monetary Policy and Global Equilibria in an Economy with Capital

Author

Listed:
  • Tim Hursey

    (University of Pennsylvania)

  • Alexander Wolman

    (Federal Reserve Bank of Richmond)

  • Andreas Hornstein

    (Federal Reserve Bank of Richmond)

Abstract

Short-term interest rates in the United States have been near their lower bound since late 2008. Treasury rates out to a two-year maturity have been close to zero since mid-2011, and over this same period, inflation has been declining. This combination of low interest rates and declining inflation has lead some observers to point to the "perils of Taylor rules," for example, Bullard (2010), when a monetary policy that actively targets a positive inflation rate leads to an outcome with much lower inflation, and possibly even deflation. The possibility of equilibria with persistent deviations of inflation from the target set by the policy maker has been investigated for model economies without state variables. Quantitative representations of the U.S. economy as embodied by DSGE models include as an essential element capital accumulation. In this paper we study the possibility for persistent low inflation outcomes for a monetary model with capital.

Suggested Citation

  • Tim Hursey & Alexander Wolman & Andreas Hornstein, 2014. "Monetary Policy and Global Equilibria in an Economy with Capital," 2014 Meeting Papers 733, Society for Economic Dynamics.
    • Handle: RePEc:red:sed014:733
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    References listed on IDEAS

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    7. Dupor, Bill, 2001. "Investment and Interest Rate Policy," Journal of Economic Theory, Elsevier, vol. 98(1), pages 85-113, May.
    8. Boneva, Lena Mareen & Braun, R. Anton & Waki, Yuichiro, 2016. "Some unpleasant properties of loglinearized solutions when the nominal rate is zero," Journal of Monetary Economics, Elsevier, vol. 84(C), pages 216-232.
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    Cited by:

    1. Fernando M. Duarte & Anna Zabai, 2015. "An interest rate rule to uniquely implement the optimal equilibrium in a liquidity trap," Staff Reports 745, Federal Reserve Bank of New York.

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