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Exchange Rate Economics: Theories and Evidence

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86 The economics of the PPP puzzle<br />

3.4 Market structure <strong>and</strong> the role of the<br />

distribution sector<br />

As noted in the introduction,the distribution sector plays an important role<br />

in industrial countries where it often reaches 20% of industrial activity both in<br />

terms of value added <strong>and</strong> of employment <strong>and</strong> might therefore account for a<br />

large component of prices. For example,using US input–output data,Burstein<br />

et al. (2000) show that consumption goods in the US contain distribution services<br />

accounting for about 47% of the final price in the agricultural sector <strong>and</strong> 42%<br />

in manufacturing. Dornbusch (1989) mentions the importance of the distribution<br />

sector in influencing the RER via ‘the service content of the consumer prices<br />

of goods’. Recent studies of the Balassa–Samuelson effect,which use sectoral<br />

data to derive measures of relative productivity of tradables <strong>and</strong> non-tradables,<br />

include the distribution sector in the non-tradable sector (see the discussion above).<br />

Both Devereux (1999) <strong>and</strong> Burstein et al. (2000) explicitly discuss the role of the<br />

distribution sector in explaining the RER,but still treat the sector as a nontradable<br />

(in both papers it is assumed to influence the domestic consumption<br />

price of tradables,after international price equalization). Obstfeld <strong>and</strong> Rogoff<br />

(2000) briefly mention,but do not pursue,the role of the distribution sector<br />

as an alternative explanation for the relatively slow mean reversion in RERs.<br />

Engel (1999) has suggested the distribution sector as one explanation for the<br />

variability of the relative price of non-traded goods in explaining US CPI-based<br />

RER movements.<br />

MacDonald <strong>and</strong> Ricci (2001,2005) empirically examine the role of the distribution<br />

sector on the real exchange rate <strong>and</strong>,in particular,whether productivity<br />

in the distribution sector influences the real exchange rate through the tradable or<br />

non-tradable channels. In order to motivate their empirical tests MacDonald <strong>and</strong><br />

Ricci introduce the distribution sector into a variant of the Balassa–Samuelson<br />

model considered in Section 3.2.1 <strong>and</strong> we briefly overview their model here. The<br />

model assumes constant returns to labor in all primary activities,that is production<br />

of intermediate inputs (I ),of distribution services (D),of non-tradables goods<br />

(N ) <strong>and</strong> of the aggregation services (A) necessary to manufacture tradables from<br />

intermediate inputs. 6,7 The technology for secondary activities are Cobb-Douglas:<br />

in goods I , D <strong>and</strong> A,for the production of tradables (T ); <strong>and</strong> in goods T <strong>and</strong> D in<br />

order to make tradables available to consumers (TC). The model is then completed<br />

by assuming different technologies in the primary activities across countries,identical<br />

Cobb-Douglas preferences in tradables <strong>and</strong> non-tradables across countries,<br />

wage equalisation within countries,international price equalisation for tradables,<br />

<strong>and</strong> non-tradability of intermediate inputs. In formulas,for country i (i = 1,2):<br />

Y ki = L ki<br />

β ki<br />

, k = I , D, N , A (3.30)<br />

Y γη<br />

Ii<br />

Y 1−γ<br />

Di<br />

Y γ(1−η)<br />

Ai<br />

Y Ti =<br />

(γ η) γη (1 − γ) 1−γ ,(3.31)<br />

(γ (1 − η)) γ(1−η)

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