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TESTING INTERNATIONAL PRICE TRANSMISSION UNDER ...

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α<br />

LM test<br />

ARCH(13)<br />

Empirical Analysis: Cointegration Models Accounting for Policy Regime Changes<br />

Table 5.2 Model 1 estimates for swfr and wref, 1978:12-2003:12<br />

∆swfr ∆wref Cointegration vector<br />

-0.093***<br />

(0.030)<br />

0.207<br />

(p-value 0.999)<br />

2.371<br />

(p-value 0.999)<br />

0.064**<br />

(0.030)<br />

0.201<br />

(p-value 0.999)<br />

3.402<br />

(p-value 0.996)<br />

swfr = − 0 . 397+<br />

1.<br />

054*<br />

* * wref<br />

t<br />

( 0.<br />

670)<br />

( 0.<br />

131)<br />

cost = 0 χ 2 = 0.333 (p-value 0.564)<br />

β wref = 1 χ 2 = 0.161 (p-value 0.688)<br />

β wref = 0 χ 2 = 18.886 (p-value 0)<br />

Standard errors are reported in parenthesis<br />

LM test: Lagrange Multiplier test with the null hypothesis of no-autocorrelation<br />

*significant at 10%; **significant at 5%; *** significant at 1% for the null hypothesis of zero coefficients (#, ##<br />

and ### respectively if for βwref the null hypothesis of equal to one is rejected)<br />

The cointegration relation is swfrt = -0.397 + 1.054 wreft. The imposition of a 1<br />

price transmission elasticity coefficient is not rejected (χ 2 = 0.161; p-value 0.688).<br />

The constant term is not significantly different from zero (χ 2 = 0.333; p-value<br />

0.564). Adjustment coefficients have the expected sign and are both significant.<br />

The residuals from the cointegration relationship show a stationary behaviour<br />

(figure 5.2). We can see that three major deviations from the long run relation,<br />

corresponding to major peaks of the error correction term, occurred in 1985, 1996<br />

and 2002; in these months the French price was low, as explained before, because<br />

of the use of export taxes or of the specific situation of 2001/2002, when large<br />

inflows of products depressed domestic EU prices. Since these are accounted for<br />

in the short-run dynamics of the system but not inside the cointegration vector 69 ,<br />

what we observe is an increase in the disequilibrium term. To this point, the<br />

empirical findings confirm our expectations: the French price is linked to a series<br />

constituted by the maximum between the intervention and the US price, and the<br />

price transmission elasticity is very close to one.<br />

To explore more in depth how this relation has possibly changed in time, the<br />

analysis has first been repeated in the sub sample 1978:12-1993:06. Here, wref is<br />

almost always constituted by the intervention price, which is higher than the US<br />

price 145 months over a total of 175 (83% of the total number of observations).<br />

Indeed, up to the MacSharry reform intervention price were normally set above<br />

the world price.<br />

swfr is cointegrated with hrw, but the price transmission elasticity coefficient in<br />

the cointegration vector is very low (see table 5.3, Model 1a, where “a” indicates<br />

that estimates refer to the first sub-sample) 70 .<br />

69 This could be done by cointegration techniques accounting for structural breaks (see chapter 6).<br />

70 The VECM was estimated with 5 lags (optimal number according to the AIC when monthly dummies were<br />

included) and with the monthly dummies for June, July, and August only, which allowed getting better<br />

t<br />

81

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