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Party Policy and Group Affiliation in the European Parliament

Published online by Cambridge University Press:  23 March 2010

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Abstract

Systematic empirical research has yet to explain how national parties join political groups in the European Parliament. This article first demonstrates, using original empirical measures from expert surveys of party positions, that EP party groups consist of national parties sharing similar policy positions. Secondly, using Bayesian/MCMC methods, the paper estimates the policy determinants of group affiliation using a (conditional) multinomial logit model to explain that ‘party group’ choice is largely driven by policy congruence. Finally, predictions from the model identify national parties not in their ‘ideally congruent’ EP groups. The findings suggest that the organization of and switching between EP groups is driven mainly by a concern to minimize policy incongruence between national and transnational levels.

Information

Type
Research Article
Copyright
Copyright © Cambridge University Press 2010
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Table 1Political Party Groups in the European Parliament just prior to the 2004 Election

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Fig. 1National party and EP party group positions in two policy dimensions Note: The long dashed line is the two-dimensional position of the (weighted) median national party; the short dashed line locates the two-dimensional position of the EP party group. Sources: Benoit and Laver (2006) for national party positions; McElroy and Benoit (2007) for EP party group positions. EU integration is EU Authority from Table 2.

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Table 2EP Group Positions and Position of Median Member Party

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Table 3Conditional Logit Estimates of Party Group Choice

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Table 4Cross-Tabulation of Predicted Group Affiliation versus Actual Group Affiliation

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Fig. 2Logged odds ratios of probability that a party belongs to its actual party group, from posterior distributions Note: Plots the posterior distribution of base-10 logged odds ratios of the probability of a party belonging to its actual group, according to the (Bayesian) model from Table 3. Solid circles represent posterior means, and the bars represent the 90 per cent highest posterior density region.

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Fig. 3Posterior probability densities for British parties Note: Plots individual posterior densities for the probability of each party being in the given party group, from a Bayesian model shown in Table 3.

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Fig. 4Posterior probability densities for two French parties, each split between two EP groups Note: The UDF (Union pour la Démocratie Française) was split with seven members in the EPP and one in the ELDR; the RPF (Rassemblement pour la France) was split with three members in the EDD and two in the UEN.