A Pan-European District for the European Elections? The Rise and Fall of the Duff Proposal for the Electoral Reform of the European Parliament. Bruges Political Research Papers 44/2015.

Lorenzo Donatelli, Lorenzo (2015) A Pan-European District for the European Elections? The Rise and Fall of the Duff Proposal for the Electoral Reform of the European Parliament. Bruges Political Research Papers 44/2015. [Policy Paper]

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Abstract

The aim of the present article is to understand the dynamics underlying the birth, the development and the eventual failure of the Duff proposal of 2009-2012, an ambitious attempt to change the provisions governing the elections for the European Parliament. In particular, the way agenda-setting on electoral reform is shaped in the European Union will be analysed, trying to understand if the current stalemate on the issue can be explained in light of factors specific to the EU. The report presented by liberal MEP Andrew Duff at the beginning of the seventh legislature called on Member States to gather a Convention, in order to introduce fundamental improvements in the way Members of the European Parliament are elected. Among the envisaged changes, the creation of a pan-European constituency to elect twenty-five Members on transnational lists represented the most controversial issue. After having analysed its main elements, the path of the Duff report from the committee of Constitutional Affairs (AFCO) to the plenary will be analysed. It will be concluded that a sharp contrast exists between the way electoral issues are raised in the AFCO committee and the way the Parliament as a whole deals with them. Moreover, diverging interests between national delegations inside groups seem to play a decisive role in hampering electoral reform. While further research is needed to corroborate the present findings, the analysis of the Duff proposal appears to shed light on the different barriers that ensure electoral reform is taken off the agenda of the Union, and on the relative weight each of them carries.

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