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Intervention Models Applied to Evaluate Impacts of Sanitary and Technical Barriers to Trade Sílvia H. G. de Miranda Geraldo S.A. de C. Barros ESALQ – University of Sao Paulo 2- 5 th December 2006 Winter Meeting - IATRC
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Summary 1. The challenge of measuring non-tariff barriers and the Brazilian beef exports 2. The Econometric model 3. The Intervention Model 4. Results and Concluding Remarks
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Introduction Challenge: the measurement of impacts of sanitary and technical trade barriers Laird (1996) and Beghin and Bureau (2001): a search of methods Inventory models; coverage and frequency indexes; CGE models, tariff equivalents, gravity models etc Only a few studies in developing countries Beef sector: one of the most affected
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International beef market Brazil - Since 2004: the major exporter 2005: US$ 3.1 billion of exports Other world’s largest exporters: USA, Australia, New Zealand, Argentina and EU a huge protectionism Competition and the Pacific Rim market: quality requirements
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Brazilian beef exports, by type (1000 thousand tons carcass-equivalent). 1990 to 2005 Source: ABIEC
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Beef market requirements consist on barriers to trade? Brazilian studies: Procópio Filho (1994): sanitary and environmental issues are used to decrease prices Ferraz Filho (1997): sanitary rules affect exporting growth rates of companies; Lima, Miranda & Galli (2005): Brazil is not participating in a beef market amounting to US$ 7.5 billion
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Relevance Hypothesis Sanitary and technical events affect Brazilian beef exports, on quantity or prices, or even both Objective This study proposes a (econometric + intervention) methodology to measure the impacts of sanitary or technical events on the Brazilian beef exports.
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Econometric Model for External Beef Sales A reduced form model is estimated based on a structural model; Assumptions: the imported and domestic goods are not perfect substitutes there is no perfect substitution in the beef international market
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Structural model for Brazilian exports S I = f (P I, P B, W I )domestic beef suply D I = g (P I, Y I,) domestic beef demand S I = volume of beef supplied by domestic market; P I = domestic price for Brazilian beef (in R$); P B = Brazilian beef exporting price (R$); W I = domestic supply shifts; D I = beef volume demanded by domestic market Y I = shifts of domestic demand;
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X S = S I – D I = h (P I, P B, W I, Y I ) Xs 0 X D = m (P B /TC, P W, Z D ) X S = volume of Brazilian beef supplied to the international market; X D = volume of Brazilian beef demanded by the international market; TC = exchange rate (R$/US$); P W = beef price of competitors in the international market (US$); and, Z D = shift of the foreign demand of Brazilian beef. P X = P B /TC => P X = US$ price of the exported Brazilian beef
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In a balanced international market, the Brazilian exports follow: X* = X S = X D X* = equilibrium quantity of Brazilian foreign sales Reduced Forms: The equilibrium price for foreign sales X*: P B = p(P I, W I, Y I, TC, P W, Z D ) And the equation for exports volume is a function of: X* = H (P B, P I, TC,W I, Y I, P W, Z D ) (1)
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Assumption: Perfectly elastic international demand P X = P B /TC = h(P W, Z D ) (2) a) OLS to estimate the reduced forms b) Residual analysis to identify outliers: - application of a Box-Jenkins model; - the residues as the dependent variable
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Transfer Function and Intervention Variable Transfer functionIntervention Variable ω(B) = moving average operator with l terms (B) = an auto-regressive operator with m terms Z t a stochastic process X t = the explanatory variable responsible for part of the changes occurred in Z t N t is the error term (residue), represented by the second term in the right side lag b = the moment the explanatory variable starts to influence U t intervention variabel t
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Representation of intervention variables A special case of Transfer function Pulse or step Vandaele (1983): dynamic effects of intervention variables
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Data From 1992 January to 2000 December In natura exports – to EU* Corned beef – to EU and US A Survey: 10 exporting slaughterhouses were visited: In 2000, these companies were responsible for 70.1% (value) and 66.5% (volume) of the Brazilian beef exports (in natura).
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Intervention variables 1995 March: EU ban temporarily SP and MG beef exports; 1996 March: EU bans imports from UK; 1998: March: FMD outbreaks in Mato Grosso do Sul State – BR; May: RS and SC states declared free from FMD with vaccination; June: partial opening to the UK beef exports to EU; October: FMD outbreak in Naviraí/MS; 2000 May: Argentina, RS and SC were recognized as FMD free zones without vaccination by the OIE; August: FMD outbreaks in Jóia/RS; September: FTAA lifted bans on Argentinean in natura beef exports because of FMD problems.
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Results
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Table 1. Results of Brazilian exports model. Beef special cuts to the European Union (vdtue). 1992 January - 2000 December. Series in level
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Table 2. Results of Box-Jenkins model for Brazilian beef exports, special cuts to the EU (vdtue). January 1992 to December 2000
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Intervention Model January 1995 statistically significant: shock defined as (m,l,d) = (0,1,0), where m is the auto-regressive component, l is the moving average component and d is the lag. The result shows an immediate intervention impact, valued in a decrease of 0.76% on vdtue; in t+1 a positive effect on exports, decreasing it in 0.52% Figure – Sketch on the pattern of the intervention variable (step) effects on Brazilian beef exports to the EU (vdtue ) for January 1995.
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Concluding remarks: beef market and intervention analysis Economic variables were the most significant: expected effects There is evidence that Brazilian beef exporters face a non perfeclty elastic demand in the EU market: Brazil affects prices Sanitary events had some significant impacts on quantity and prices of Brazilian beef exports But It was not possible to explain all the significant residues (outliers)
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Concluding remarks: about modelling The intervention model requires detailed knowledge about the determinants of trade and all the possible relevant events that can affect the sector’s performance Some additional comments: What is the proper pattern of the intervention function in each specific case? Regionalized effects? The occurrences coming just after a previous event analyzed can reduce its original impacts. Update of this study
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CEPEA – Center for Advanced Studies on Applied Economics ESALQ- University of São Paulo Brazil Sílvia Miranda: smiranda@esalq.usp.brsmiranda@esalq.usp.br Geraldo Barros: gscbarro@esalq.usp.brgscbarro@esalq.usp.br
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