Story and Photos By Katelin Everson, JD/MBA student and research assistant to Prof. Richard Stacey
On September 22-23, 2017, the University of Toronto Faculty of Law hosted a symposium on the ‘Limits and Legitimacy of Referenda’. Co-convenors Richard Stacey (University of Toronto Faculty of Law) and Richard Albert (Boston College Law School) brought together scholars from around the world for discussion and exchange on the role and efficacy of referenda in amending and making constitutions, in resolving territorial disputes, and in questions of national identity.![](data:image/png;base64,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)
A theme that emerged as central to the conversation was a dilemma revolving around the conflicting ethical implications of referendum. On one hand, the referendum stands as an important tool of democracy, upholding the moral commitment to government according to the will of the people, and recognising the moral autonomy of people to decide how they want to be governed. In this sense a moral commitment to democracy presupposes people’s capacity to form and express opinions, as well as guaranteeing the equal liberty of all to do so. But on the other hand, the referendum may operationalize populist and nationalist rhetoric that emphasises homogeneity and unity, and threatens to undermine a society’s moral commitments to values of liberty, equality, multiculturalism and diversity. The referendum thus emerges not as a way of accommodating or celebrating difference but of eliminating it, squarely juxtaposing the moral reasons to value referendum against the moral reasons to avoid it.
The programme was generously supported by the Faculty of Arts and Sciences, the Faculty of Law, the Centre for Ethics at the University of Toronto, and the Munk School of Global Affairs.
The topic of the first panel of the symposium was ‘Constitutional Theory’, and Richard Albert kicked off with a paper entitled ‘Discretionary Referenda in Constitutional Amendment, with David Dyzenhaus (University Professor, University of Toronto) serving as discussant. Albert’s paper focuses on referenda on constitutional amendments, in cases where a referendum is not constitutionally obligatory or required by the amendment procedures set out in the constitution. Albert draws on the experience of these non-obligatory or discretionary referenda around the world – Canada, Columbia, France and the United Kingdom – to develop a typology of discretionary referenda in constitutional amendment. The paper then considers why constitutional actors deploy discretionary referenda and situates recourse to them against the backdrop of an increasingly observable phenomenon in constitutional democracies: the circumvention of the recognized rules of constitutional change. Albert identifies several reasons why referenda are deployed, including to circumvent onerous constitutional amendment thresholds, to overcome political resistance, and to give constitutional actors political cover for important or controversial choices.
The second paper on constitutional theory was presented by Richard Stacey, with Jamie Cameron (Osgoode Hall Law School) as discussant. In ‘The Unnecessary Referendum: Popular Sovereignty in the Constitutional Interregnum’, Stacey challenges claims that during a ‘constitutional interregnum’ where the old constitutional order is abrogated and all previous markers of the people’s sovereign will are dissolved, a referendum is necessary and sufficient to infuse a new constitutional order with the authority of popular sovereignty. Stacey argues instead that the claim to popular sovereignty implies no more than a substantive commitment to the principles of individual moral autonomy and political equality that make a referendum possible in the first place, and that the referendum itself is accordingly never necessary for a constitution to make a meaningful claim to popular sovereignty. Stacey admits that a referendum may be necessary to deliver legitimacy to a new constitutional order, but draws a distinction between popular support – or legitimacy – and popular sovereignty, warning against collapsing popular sovereignty into a substantively impoverished conception of legitimacy. Rejecting the sufficiency argument, Stacey concludes that we should be alive to the possibility that a constitutional referendum may serve only to bring a veneer of legitimacy to abusive or illiberal constitutional arrangements that are antithetical to the very idea of popular sovereignty.
![Tweet image of Prof. Stacey speaking at conference](/sites/default/files/media/tweet_photo_1.png)
Beginning the second panel of the symposium, ‘Divided Societies’, Stephen Tierney (Edinburgh Law School) presented his paper on ‘Referendums in Federal States: Territorial pluralism and the challenge of direct democracy’. David Schneiderman (University of Toronto, Faculty of Law) acted as discussant. Tierney’s paper focuses on the use of referenda in federal systems, considering the democratic critique of referenda in general and the ways in which the referendum challenges how we think about the legitimacy of change in constitutional settings. The paper explores how the dramatic intervention of ‘the people’ in constitutional change upsets general understandings of the balance between change and stability in mainstream constitutional theory, and how direct democracy poses a particular test for federal constitutional theory as it is itself predicated upon a conceptual pluralisation of ‘the people’ for constitutional purposes. Referenda pose key problems in federal states by positing the entire people as one group, when the federal constitution has in fact been crafted to facilitate complex and pluralised models of decision-making that reflect the territorial pluralism of the polity. The paper concludes by noting that the tensions exposed in the relationship between federalism and the referendum serve as an example of how federalism, more generally, requires renewed attention from detailed, systematic and rigorous constitutional theory.
![Tweet image of Speaker Stephen Tierney presenting](/sites/default/files/media/tweet_photo_2.png)
Antoni Abat i Ninet (University of Copenhagen) asked the group ‘Do you want Catalonia to be an independent state in the form of a republic?’, with Jacques Bertrand (University of Toronto, Department of Political Science) as discussant. Ninet’s paper analyses the referendum as a democratic instrument and assesses its suitability in settling territorial disputes involving national minorities. Timeously using the Catalan referendum on independence as a backdrop, Ninet develops a theory of democratic self-determination in which referendum plays a central role. He defends this position against the approach to referendum that the European Commission for Democracy through Law (Venice Commission) takes, and against responses to criticisms of referendum in the wake of 2016’s Brexit referendum, the Italian constitutional referendum, and Colombia’s referendum on the FARC peace agreement. The paper then returns to the Catalonia-Spain dispute in more detail, analysing the Spanish arguments to prevent the vote and the Catalan arguments in support of the plebiscite in light of Abat’s theory of self determination.
![Tweet image of Speaker Carlos Bernal presenting at conference](/sites/default/files/media/tweet_photo_3.png)
Carlos Bernal (Constitutional Court of Colombia) presented the fifth paper, ‘The Colombian Plebiscite for Peace: A Peaceful Abuse of Constitutionalism?' with Yasmin Dawood (University of Toronto Faculty of Law and Department of Political Studies) as discussant. Bernal’s paper focuses on the October 2016 Columbian Plebiscite for Peace, in which the Columbian government sought public support for the peace agreement it had reached with the Revolutionary Armed Forces of Columbia (FARC). A majority of the people voting in the referendum rejected the agreement, and although the government amended the agreement following the referendum it proceeded to ratify the new agreement without a second plebiscite. Bernal asks whether ratification of the agreement and its implementation via a fast track Congressional approval process constituted an abuse of democratic constitutionalism, or a lesson on how to defend higher constitutional goals from the risk of random victories by slim majorities in plebiscites. He argues that Constitutional Court of Columbia found a balanced way to manage this tension by validating the congressional ratification of the amended agreement, while at the same time striking down central features of the fast track procedures for imposing unconstitutional limits to deliberative democracy and political rights, and violating separation of powers principles by centralising power in the presidency. Bernal concludes by noting both the value and the danger that plebiscites hold for transitional constitutionalism.
The final panel of the symposium dealt with ‘Public Participation’, and began with Janna Promislow’s paper (Thompson Rivers University, Faculty of Law), ‘Deciding on the Future: Land Claim Agreement and Ratification Votes in First Nations’. Courtney Jung (University of Toronto Department of Political Science) served as discussant. The paper focuses on processes by which modern comprehensive land claims agreements – or modern treaties – are ratified in Canada’s First Nations communities. The paper notes how both the provisions and legacy of the Indian Act and difficulties endemic to modern ratification processes complicate notions of democracy and majoritarian politics in Indigenous contexts. The paper describes challenges involved in identifying the appropriate polity for negotiations, the silencing of dissent, constraints on community decision-making arising from negotiations loans and financial incentives, and the fact that representative decision-making bodies are frequently constituted specifically for the purposes of approving a modern treaty. Taken together, Promislow argues that the processes by which Canada’s modern treaties are ratified fails to take Indigenous conceptions of sovereignty and self-determination seriously.
![Tweet image of speaker Janna Promislow presenting](/sites/default/files/media/tweet_photo_4.png)
In the final paper, Zachary Elkins and Alex Hudson (University of Texas at Austin, Department of Government) engaged discussant Ran Hirschl (University of Toronto, Faculty of Law and Department of Politics) on their paper ‘When do Constitutional Referenda Fail?’ Elkins and Hudson aggregate a historical dataset of constitutional referendum statistics, covering a total of 644 constitutional referenda between 1793 and 2016. Elkins and Hudson distinguish between referenda that seek to ratify a new constitution and those that seek to amend existing constitutions. Using the dataset, the authors analyse the conditions under which referenda are more likely to succeed or fail. They investigate the relationship between the success of a referendum and a number of variables, including whether a referendum occurs alongside another election, mandatory versus voluntary referenda, turnout, and regime type. Elkins and Hudson find that there is a reasonable chance (39%) that a proposed constitutional amendment will be turned down by the voters, but that this very rarely happens in votes in referenda on completely new constitutions (6%). The paper’s compelling finding – and one emphasized by Professor Hirschl as making a significant contribution to the literature – is that referenda on new constitutions tend to fail only when the person or power proposing the new constitution had no option but to hold a referendum on the new constitution.
![Tweet image of conference closing, everyone clapping](/sites/default/files/media/tweet_photo_5.png)
The papers are currently under revision for publication. Check back here for further updates.