Fisher equation

E196120

The Fisher equation is a fundamental economic formula that relates nominal interest rates, real interest rates, and expected inflation, widely used in macroeconomics and finance.

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Fisher equation canonical 1

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Predicate Object
instanceOf economic equation
macroeconomic concept
appliesTo government bonds
interest-bearing assets
loans and deposits
approximationType linear approximation for small inflation rates
assumes inflation expectations are defined
interest and inflation measured in same time units
rational or formed inflation expectations
category financial economics
monetary theory
clarifies difference between nominal and real returns
component inflation risk premium (in some applications)
expressedAs 1 + i = (1 + r)(1 + π^e)
i ≈ r + π^e
field finance
macroeconomics
monetary economics
implies nominal rate equals real rate plus expected inflation
influences design of inflation-indexed securities
understanding of monetary policy transmission
namedAfter Irving Fisher
originatedBy Irving Fisher
relatedConcept Fisher effect
inflation expectations
nominal interest rate
real interest rate
relates expected inflation rate
nominal interest rate
real interest rate
timeFrame relates rates over a given period
usedBy central banks
financial analysts
macroeconomists
usedFor asset pricing
bond yield decomposition
inflation adjustment of interest rates
measuring ex-ante real interest rates
monetary policy analysis
separating real and nominal interest rates
usedIn IS-LM analysis
New Keynesian economics
surface form: New Keynesian models

term structure of interest rates analysis
usesSymbol i (nominal interest rate)
r (real interest rate)
π^e (expected inflation rate)
validWhen inflation rates are not extremely high

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Full triples — surface form annotated when it differs from this entity's canonical label.

Irving Fisher knownFor Fisher equation