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Aggregate Supply in SR & Phillips Curve
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Aggregate Supply in SR & Phillips Curve
Y=Ybar + alpha(P-EP)
- Upward sloping in SR
Sticky-Price Model
- Firms set own flexible price, p
- p = P + alpha(Y-Ybar)
- Firms w/ sticky price, set before they know P & Y
- p = EP + alpha(EP-EYbar)
- Expect Y=Ybar => p=EP
- p = EP + alpha(EP-EYbar)
- s= fraction sticky price firms. 1-s=fraction flexible price firms
- P = s[EP] + (1-s)[P+alpha(Y-Ybar)]
- P = EP + [(1-s)alpha/s](Y-Ybar)
- Y= Ybar + alpha(P-EP)
- P = EP + [(1-s)alpha/s](Y-Ybar)
- P = s[EP] + (1-s)[P+alpha(Y-Ybar)]
- Firms set own flexible price, p
Imperfect Information Model
- Determine good relative price: Pown/Poverall
- Poverall Increase
- Expected increase so P=EP => doesn't produce more
- Didn't Expect P increase => Produce more because P>EP
Phillips Curve: pi = Epi - beta(u-un)+v
- Adaptive Expectations
- Epi = last years inflation
- Inflation Inertia
- Cost-Push Inflation
- From supply Shocks
- Demand-Pull Inflation
- From demand shocks
- Cost-Push Inflation
- downward sloping
- Sacrifice Ratio = GDP Loss/Inflation Reduction
- Use Okun's Law = 1% u = 2% lost output
- Rational Expectations
- Natural-Rate Hypothesis
- Hysteresis
- Adaptive Expectations
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- Business/Economics Mind Map on Aggregate Supply in SR & Phillips Curve, created by Michael Kearns on 06/05/2018.
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- Michael Kearns
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