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2019 | OriginalPaper | Buchkapitel

3. Interaction Between Monetary and Fiscal Policy: Active and Passive Monetary Regimes

verfasst von : Jin Cao, Gerhard Illing

Erschienen in: Money: Theory and Practice

Verlag: Springer International Publishing

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Abstract

This chapter analyses the interaction between monetary and fiscal policy in detail. We want to understand why there is no clear relation between debt and inflation. The current price level and inflation is not determined just by current monetary policy. Expectations about how monetary policy evolves in the near and distant future play a crucial role. Since monetary policy actions frequently have some fiscal impact, the effectiveness of monetary policy also depends on the response of fiscal policy. With government debt usually being denominated in nominal terms, movements in the price level may have substantial impact on the real value of debt. The real value erodes in periods of hyperinflation; it increases in periods of deflationary spirals. We distinguish between different regimes, depending on who is the active player. In one regime, fiscal policy automatically adjusts such that monetary policy is allowed to control inflation. Here monetary policy is active, free to pursue its objectives, with fiscal policy assumed to be passive, being constrained by central bank actions. However, there can also be an alternative regime, with active fiscal and passive monetary policy.

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Fußnoten
1
This approximation is strictly true only for continuous time analysis. But it holds also for discrete time analysis as long as time intervals are small.
 
2
As long as \( i,\pi, g \) are all small, we can use the approximation \( \frac{1+i}{\left(1+\pi \right)\left(1+\gamma \right)}=1+i-\pi -\gamma \). This way, we get a very tractable solution, even though it strictly holds only for continuous time analysis.
 
3
These numbers characterize the average rates for the European economy at the time when the Maastricht criteria have been designed.
 
4
Note that \( \left(\pi +\gamma \right)\cdot {b}^{\ast}=d=g-\tau -\mu \cdot k+i\cdot {b}^{\ast} \). With \( i=r+\pi \) this implies \( \tau -g+\mu \cdot k=\left(r-\gamma \right)\cdot {b}^{\ast} \).
 
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Metadaten
Titel
Interaction Between Monetary and Fiscal Policy: Active and Passive Monetary Regimes
verfasst von
Jin Cao
Gerhard Illing
Copyright-Jahr
2019
Verlag
Springer International Publishing
DOI
https://doi.org/10.1007/978-3-030-19697-4_3