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A '''monetary policy reaction function''' describes how a [[central bank]] systematically adjusts its [[Central bank#Policy instruments|policy instruments]] in response to changes in economic conditions. This function provides a framework for understanding how central banks make policy decisions based on observable economic indicators.
==Examples==
The most influential reaction function is the [[Taylor rule]], developed by economist John Taylor in 1993. The rule provides a systematic formula for setting the [[nominal interest rate]] based on four key variables: The deviation of current [[inflation rate]] from the central bank's target; The current [[inflation rate]] itself; The equilibrium [[real interest rate]]; and the [[output gap]], measured as the percentage difference between actual [[GDP]] and [[potential output]].
'''u = u0 + Φ(π - πt)▼
An alternative formulation of the monetary policy reaction function was proposed by [[Ben Bernanke]] and [[Robert H. Frank]].<ref>Bernanke, Ben, and Frank, Robert. ''Principles of Economics'', 3rd edition.</ref> Their simplified version describes a positive relationship between the [[real interest rate]] and the [[inflation rate]], where central banks respond to rising inflation by increasing real interest rates:
where
:r = current target real interest rate<br />
:r* = long-run target for the real interest rate<br />
:g = constant term (or the slope of the MPRF)<br />
:π = actual inflation rate<br />
:π* = long-run target for the inflation rate
This linear relationship provides a more straightforward framework compared to the multi-variable Taylor rule, though it captures fewer economic factors.
== References ==
{{Reflist}}
{{Central banks}}
[[Category:Monetary policy]]
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