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TESTING INTERNATIONAL PRICE TRANSMISSION UNDER ...

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Empirical Analysis: Cointegration Models, Structural Breaks and Policy Reform<br />

α<br />

∆swfr t-1<br />

∆swfr t-2<br />

∆swfr t-3<br />

∆swfr t-4<br />

∆hrw t-1<br />

∆hrw t-2<br />

∆hrw t-3<br />

∆hrw t-4<br />

102<br />

Table 6.4 VECM with structural breaks: EU and WTO policy regimes<br />

∆swfrt ∆hrwt Cointegration vector<br />

-0.044***<br />

0.142***<br />

(0.014)<br />

(0.047)<br />

-0.109*<br />

(0.060)<br />

0.080<br />

(0.202)<br />

β0 -3.835***<br />

(0.347)<br />

0.308***<br />

(0.060)<br />

0.255<br />

(0.203)<br />

β1 -0.250***<br />

(0.069)<br />

0.281***<br />

(0.062)<br />

-0.518**<br />

(0.208)<br />

β2 0.164**<br />

(0.049)<br />

0.195***<br />

(0.064)<br />

-0.064<br />

(0.216)<br />

β3 1.662<br />

(0.819)<br />

0.023<br />

(0.018)<br />

0.334***<br />

(0.062)<br />

β4 -0.314<br />

(0.166)<br />

-0.053***<br />

(0.019)<br />

-0.038<br />

(0.065)<br />

β5 0.091<br />

(0.049)<br />

-0.004<br />

0.057<br />

(0.019)<br />

(0.065)<br />

-0.066***<br />

0.047<br />

(0.019)<br />

(0.063)<br />

LM 2.249 (p-value 0.003) 0.717 (p-value 0.792) β 1 + β 4 = -1 χ 2 = 2.318 (p-value 0.128)<br />

ARCH(5) 11.628 (p-value 0.040) 12.381(p-value 0.030) β 2,β 3,β 4,β 5 = 0 χ 2 = 14.525 (p-value 0.006)<br />

SBIC -8.146 HQN -8.595<br />

Standard errors in parenthesis. *significant at 10%; **significant at 5%; *** significant at 1% for the null<br />

hypothesis of zero coefficients<br />

LM: LM test with null hypothesis of no-autocorrelation up to the 18 th lag. ARCH(5): LM test with the null<br />

hypothesis of no ARCH effects up to the 5 th lag. SBIC : Schwartz's Bayesian Information criterion. HQN:<br />

Hannan-Quinn Information criterion<br />

Both the French and the US adjustment coefficients (α) are significant and<br />

have the right sign: both prices respond to the disequilibria from the long-run<br />

relation where structural breaks have been taken into account. Interestingly, the<br />

US coefficient is higher in absolute value. This means that, being both adjustment<br />

coefficients significant, although none of the price is weakly exogenous, the US<br />

price responds more quickly to the disequilibria from the long run relation than<br />

the French price. However, the French price equation still displays<br />

autocorrelation, which indicates evidence of misspecification in the model.Indeed,<br />

within the simple model which has been presented, some additional factors can be<br />

considered (see paragraph 4.2.2), which also define specific policy regimes,<br />

although shorter in time, that have affected price transmission. First of all, we<br />

introduce export taxes, that have been imposed for very short periods of time (t1t<br />

=1 if 1984:08 ≤ t ≤ 1985:04 and zero otherwise; t2t =1 if 1995:12 ≤ t ≤ 1996:09<br />

and zero otherwise), and the inflow of Russian and Ukrainian grains (ut = 1 if<br />

2001:07 ≤ t ≤ 2002:12 and zero otherwise). Introducing these additional factors,<br />

the cointegration vector becomes:

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