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Exchange Rate Economics: Theories and Evidence

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262 The new open economy macroeconomics part 1<br />

%∆S<br />

G<br />

^<br />

M9<br />

^<br />

M – M*<br />

M<br />

M9<br />

G<br />

M<br />

^<br />

^<br />

%∆(C – C*)<br />

Figure 10.2 Unexpected relative rise in home money in NOEM.<br />

The effects of the monetary shock are as follows. In the short-run,with preset<br />

prices,the home country terms of trade worsens <strong>and</strong> the world real interest<br />

rate falls. Both of these effects stimulate consumption in the foreign country.<br />

In the home country output <strong>and</strong> consumption rise,but the latter does not rise<br />

by the same amount as the increase in income,due to consumption smoothing,<strong>and</strong><br />

therefore the domestic current account moves into surplus. Much as in the portfolio<br />

balance model of Chapter 7,the latter effect implies a permanent improvement<br />

in net foreign assets <strong>and</strong> in the new steady state this allows the trade account to<br />

be in deficit: the positive net investment flow allows domestic consumption to be<br />

permanently above domestic income. The wealth effect of the net foreign asset<br />

position is such as to reduce domestic labour supply <strong>and</strong> output <strong>and</strong> this produces<br />

a permanent improvement in the terms of trade. The latter may be seen formally<br />

in the following way. By combining (10.37) <strong>and</strong> (10.41) we get:<br />

(<br />

Ĉ − Ĉ ∗ =<br />

ɛδ(θ 2 − 1)<br />

δ(θ 2 − 1) + ɛ[(1 + θ)+ 2θ]<br />

)<br />

( ˆM − ˆM ∗ ). (10.42)<br />

The short-run current account (which by assumption also equals the long-run<br />

change in net foreign assets) may be obtained by substituting the short-run output<br />

gap relationship ŷ −ŷ ∗ = θŜ along with (10.37),(10.41) <strong>and</strong> (10.42) into (10.38)<br />

to get:<br />

(<br />

´F =<br />

2θɛ(1 − n)(θ − 1)<br />

δ(θ 2 − 1) + ɛ[δ(1 + θ)+ 2θ]<br />

)<br />

( ˆM − ˆM ∗ ). (10.43)

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