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Theory-Based Models

Intermediatetwo curve intersection

Mundell-Fleming Model

An open-economy extension of IS-LM adding the external balance condition to study fiscal policy, monetary policy, and capital mobility.

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Proof

Read the derivation as a document, with the math typeset directly and the intermediate chains tucked behind expandable steps.

Sections

Setup and notationDeriving the BP lineOpen-economy equilibriumFiscal and monetary policy

Setup and notation

Mundell-Fleming adds an external-balance condition to the usual IS-LM system.

i=A−bYi = A - bYi=A−bY
i=m0+m1Yi = m_0 + m_1 Yi=m0​+m1​Y
i=iw+bBP(Y−Y∗)i = i_w + b_{BP}(Y - Y^*)i=iw​+bBP​(Y−Y∗)

Deriving the BP line

The BP schedule summarizes the combinations of output and interest rates consistent with external balance.

∂i∂Y∣BP=bBP\frac{\partial i}{\partial Y}\Big|_{BP} = b_{BP}∂Y∂i​​BP​=bBP​

Open-economy equilibrium

The domestic equilibrium is still the IS-LM crossing, but the BP line tells us whether that point is externally balanced.

gapBP=i−[iw+bBP(Y−Y∗)]gap_{BP} = i - \left[i_w + b_{BP}(Y - Y^*)\right]gapBP​=i−[iw​+bBP​(Y−Y∗)]

Fiscal and monetary policy

Open-economy policy effectiveness depends on how the domestic shift changes the position of the IS-LM point relative to BP.

ΔgapBP=Δi−bBPΔY\Delta gap_{BP} = \Delta i - b_{BP}\Delta YΔgapBP​=Δi−bBP​ΔY

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Intermediate

Mundell-Fleming

How does open-economy balance change the usual IS-LM policy story?

open economypolicymoney market
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