Political Institutions and Their Effect on Democracy in the Dominican Republic

Total Page:16

File Type:pdf, Size:1020Kb

Political Institutions and Their Effect on Democracy in the Dominican Republic CORE Metadata, citation and similar papers at core.ac.uk Provided by NORA - Norwegian Open Research Archives Political institutions and their effect on democracy in the Dominican Republic -A critical assessment Leiv Marsteintredet Thesis Submitted for the Degree Candidatus Rerum Politicarum February 2004 The University of Bergen Department of Comparative Politics To Dixie Acknowledgments At the Department of Comparative Politics, I must thank my supervisor Einar Berntzen. His comments, critique, keen eye for details and advices have constantly pushed me forward in writing and improving this thesis. I must also thank Einar for opening my eyes for conceptual issues, and especially for making me look into the details of radial concepts. Mike Alvarez also deserves mentioning. His positive comments gave me the necessary confidence when Einar was far away, and his tips on relevant literature have been an important contribution. Financially, I should thank the Meltzer foundation for financing my research trip to the Dominican Republic. In particular I want to thank my parents (and the rest of the family in Ulvik and Oslo), without my parents’ support and extra funding, this project would not have been possible to finish. I also want to thank my family for their general support throughout my years at the University. Thank you for never doubting me. In the Dominican Republic, Jacqueline Jiménez Polanco was of tremendous help. She helped me understand the inner life and thoughts of the political parties in the Dominican Republic. I also appreciate the help I got from Carlos Pimentel at OECI. I also should thank all my friends in the Dominican Republic for not getting tired of my eternal need to discuss politics when I had taken a couple of Presidentes too many. I also appreciate the help and support from my family in Santiago, who welcomed me into their home in 93/94. This year was crucial for my interest in Dominican politics. In the United States, Rosario Espinal has been very kind and provided me with literature that was impossible to find. Her work is brilliant and has been a true inspiration. Peter Sánchez has also been very kind and sent me several articles…I am sorry for criticising them in my thesis. In particular I want to thank Luis José Brea Bazil for always letting me live with his family in Santo Domingo. He opened his house, let me become a member of his family and made me feel at home during my research trip. He gave me brilliant food, remarkable study and writing facilities, tips on literature, fresh newspapers and many interesting conversations. I can truly say: Without him this project would never have been possible. List of Contents: ABSTRACT .................................................................................................................................................................. I LIST OF ABBREVIATIONS:........................................................................................................................................... II DOMINICAN REPUBLIC: CENTRAL FACTS ..................................................................................................................III CHAPTER 1: INTRODUCTION 1.0 INTRODUCTION: THEMES OF THE THESIS....................................................................................... 1 1.1 WHY A SINGLE CASE STUDY?....................................................................................................................... 2 1.2 WHY THE DOMINICAN REPUBLIC?............................................................................................................... 3 1.3 THE PLAN OF THE THESIS ............................................................................................................................. 7 CHAPTER 2: THEORETICAL CONSIDERATIONS 1.0 INTRODUCTION ......................................................................................................................................... 9 2.0 DEFINITIONS OF CORE CONCEPTS ................................................................................................... 12 2.1 DEMOCRACY ............................................................................................................................................. 13 2.1.1 An expanded procedural definition of democracy................................................................................ 15 3.0 THE NEW INSTITUTIONAL DEBATE.................................................................................................. 19 3.1 THE FAILURE OF PRESIDENTIALISM: LINZ ................................................................................................. 19 3.1.1 Dual democratic legitimacy ................................................................................................................. 20 3.1.2 Fixed terms, rigidity ............................................................................................................................. 21 3.1.3 Presidentialism and weak parties......................................................................................................... 22 3.2 THE PARTY SYSTEM AND PRESIDENTIALISM .............................................................................................. 23 3.3 DEADLOCKS AND SURVIVAL OF DEMOCRACIES.......................................................................................... 24 3.4 A CONDITIONAL DEFENCE FOR PRESIDENTIALISM ..................................................................................... 25 3.4.1 The defence of presidentialism............................................................................................................. 26 3.4.2 Presidential powers.............................................................................................................................. 27 3.4.3 The party system................................................................................................................................... 28 3.4.4 Electoral rules and electoral cycles ..................................................................................................... 29 4.0 DEMOCRATIC REGIME STABILITY AND CONSOLIDATED DEMOCRACY............................. 30 4.1 REGIME STABILITY .................................................................................................................................... 30 4.2 VIRTUOUS/PERVERSE INSTITUTIONALISATION AND CONSOLIDATED DEMOCRACY ..................................... 32 CHAPTER 3: METHODOLOGICAL CONSIDERATIONS 1.0 INTRODUCTION ....................................................................................................................................... 36 1.1 THE CASE STUDY ....................................................................................................................................... 36 1.2 MY DATA COLLECTION .............................................................................................................................. 37 2.0 CONCEPTUALISATION AND OPERATIONALISATION OF THE CORE CONCEPTS............... 39 2.1 RADIAL AND CLASSICAL CONCEPTUALISATION.......................................................................................... 39 2.1.1 Classifications of democracy and attributes of democracy.................................................................. 44 2.2 OPERATIONALISING DEMOCRATIC FEATURES ............................................................................................ 47 3.0 OPERATIONALISATION OF INSTITUTIONAL VARIABLES AND DEADLOCK........................ 50 3.1 THE INDEPENDENT VARIABLES .................................................................................................................. 50 3.1.1 Government party support in congress ................................................................................................ 50 3.1.2 Number of parties................................................................................................................................. 51 3.1.3 The veto situation ................................................................................................................................. 52 3.1.4 Presidential powers and party strength ............................................................................................... 52 3.1.5 The Electoral system ............................................................................................................................ 53 3.2 THE DEPENDENT VARIABLES...................................................................................................................... 53 3.2.1 Executive-legislative relations. Or: How to measure “Actual Deadlocks” ......................................... 54 3.2.2 How to measure presidential dominance ............................................................................................. 55 3.2.3 Regime change ..................................................................................................................................... 56 3.3 HOW TO TEST THE HYPOTHESES................................................................................................................. 57 4.0 REGIME STABILITY AND CONSOLIDATED DEMOCRACY.......................................................... 58 4.1 REGIME STABILITY .................................................................................................................................... 58 4.2 CONSOLIDATED DEMOCRACY ...................................................................................................................
Recommended publications
  • A Canadian Model of Proportional Representation by Robert S. Ring A
    Proportional-first-past-the-post: A Canadian model of Proportional Representation by Robert S. Ring A thesis submitted to the School of Graduate Studies in partial fulfilment of the requirements for the degree of Master of Arts Department of Political Science Memorial University St. John’s, Newfoundland and Labrador May 2014 ii Abstract For more than a decade a majority of Canadians have consistently supported the idea of proportional representation when asked, yet all attempts at electoral reform thus far have failed. Even though a majority of Canadians support proportional representation, a majority also report they are satisfied with the current electoral system (even indicating support for both in the same survey). The author seeks to reconcile these potentially conflicting desires by designing a uniquely Canadian electoral system that keeps the positive and familiar features of first-past-the- post while creating a proportional election result. The author touches on the theory of representative democracy and its relationship with proportional representation before delving into the mechanics of electoral systems. He surveys some of the major electoral system proposals and options for Canada before finally presenting his made-in-Canada solution that he believes stands a better chance at gaining approval from Canadians than past proposals. iii Acknowledgements First of foremost, I would like to express my sincerest gratitude to my brilliant supervisor, Dr. Amanda Bittner, whose continuous guidance, support, and advice over the past few years has been invaluable. I am especially grateful to you for encouraging me to pursue my Master’s and write about my electoral system idea.
    [Show full text]
  • Voting Systems∗
    Voting Systems∗ Paul E. Johnson May 27, 2005 Contents 1 Introduction 3 2 Mathematical concepts 4 2.1 Transitivity. 4 2.2 Ordinal versus Cardinal Preferences . 5 3 The Plurality Problem 7 3.1 Two Candidates? No Problem! . 7 3.2 Shortcomings of Plurality Rule With More than Two Candidates . 9 4 Rank-order voting: The Borda Count 14 4.1 The Borda Count . 15 4.2 A Paradox in the Borda Procedure . 17 4.3 Another Paradox: The Borda Winner Is A Loser? . 20 4.4 Inside the Guts of the Borda Count . 21 ∗This is a chapter prepared for educational usage by undergraduates at the University of Kansas and for eventual inclusion in a mathematics textbook that is being written with Saul Stahl of the University of Kansas Department of Mathematics. Revisions will be ongoing, so comments & corrections are especially welcome. Please contact Paul Johnson <[email protected]>. 1 4.5 Digression on the Use of Cardinal Preferences . 25 5 Sequential Pairwise Comparisons 28 5.1 A Single Elimination Tournament . 28 5.2 Dominated Winner Paradox . 30 5.3 The Intransitivity of Majority Rule . 30 6 Condorcet Methods: The Round Robin Tournament 35 6.1 Searching for an Unbeatable Set of Alternatives . 36 6.2 The Win-Loss Record . 37 6.3 Aggregated Pairwise Voting: The Borda Count Strikes Back! . 38 6.4 The Schulze Method . 43 7 Single Vote Systems: Cousins of Plurality and Majority Rule 57 8 Conclusion 63 List of Figures 1 Hypothetical Football Tournament . 29 2 Tournament Structure for the Dominated Winner Paradox . 31 3 The Smith Set .
    [Show full text]
  • Crowdsourcing Applications of Voting Theory Daniel Hughart
    Crowdsourcing Applications of Voting Theory Daniel Hughart 5/17/2013 Most large scale marketing campaigns which involve consumer participation through voting makes use of plurality voting. In this work, it is questioned whether firms may have incentive to utilize alternative voting systems. Through an analysis of voting criteria, as well as a series of voting systems themselves, it is suggested that though there are no necessarily superior voting systems there are likely enough benefits to alternative systems to encourage their use over plurality voting. Contents Introduction .................................................................................................................................... 3 Assumptions ............................................................................................................................... 6 Voting Criteria .............................................................................................................................. 10 Condorcet ................................................................................................................................. 11 Smith ......................................................................................................................................... 14 Condorcet Loser ........................................................................................................................ 15 Majority ...................................................................................................................................
    [Show full text]
  • The Space of All Proportional Voting Systems and the Most Majoritarian Among Them
    Social Choice and Welfare https://doi.org/10.1007/s00355-018-1166-9 ORIGINAL PAPER The space of all proportional voting systems and the most majoritarian among them Pietro Speroni di Fenizio1 · Daniele A. Gewurz2 Received: 10 July 2017 / Accepted: 30 November 2018 © The Author(s) 2018 Abstract We present an alternative voting system that aims at bridging the gap between pro- portional representative systems and majoritarian electoral systems. The system lets people vote for multiple party-lists, but then assigns each ballot paper to a single party. This opens a whole range of possible parliaments, all proportionally representative. We show theoretically that this space is convex. Then among the possible parliaments we present an algorithm to produce the most majoritarian result. We then test the system and compare the results with a pure proportional and a majoritarian voting system showing how the results are comparable with the majoritarian system. Then we simulate the system and show how it tends to produce parties of exponentially decreasing size with always a first, major party with about half of the seats. Finally we describe how the system can be used in the context of a parliament made up of two separate houses. 1 Introduction One of the main difficulties in choosing an electoral systems is how to approach the dichotomy between governability and representativeness. The general consensus is that it is impossible to have a system that is both proportionally representative and that assures a sufficient concentration of power in few parties to give them the possibility to efficiently govern a country.
    [Show full text]
  • Selecting the Runoff Pair
    Selecting the runoff pair James Green-Armytage New Jersey State Treasury Trenton, NJ 08625 [email protected] T. Nicolaus Tideman Department of Economics, Virginia Polytechnic Institute and State University Blacksburg, VA 24061 [email protected] This version: May 9, 2019 Accepted for publication in Public Choice on May 27, 2019 Abstract: Although two-round voting procedures are common, the theoretical voting literature rarely discusses any such rules beyond the traditional plurality runoff rule. Therefore, using four criteria in conjunction with two data-generating processes, we define and evaluate nine “runoff pair selection rules” that comprise two rounds of voting, two candidates in the second round, and a single final winner. The four criteria are: social utility from the expected runoff winner (UEW), social utility from the expected runoff loser (UEL), representativeness of the runoff pair (Rep), and resistance to strategy (RS). We examine three rules from each of three categories: plurality rules, utilitarian rules and Condorcet rules. We find that the utilitarian rules provide relatively high UEW and UEL, but low Rep and RS. Conversely, the plurality rules provide high Rep and RS, but low UEW and UEL. Finally, the Condorcet rules provide high UEW, high RS, and a combination of UEL and Rep that depends which Condorcet rule is used. JEL Classification Codes: D71, D72 Keywords: Runoff election, two-round system, Condorcet, Hare, Borda, approval voting, single transferable vote, CPO-STV. We are grateful to those who commented on an earlier draft of this paper at the 2018 Public Choice Society conference. 2 1. Introduction Voting theory is concerned primarily with evaluating rules for choosing a single winner, based on a single round of voting.
    [Show full text]
  • 10. Dalton Et Al. Pp.124-38.Pmd
    ADVANCED DEMOCRACIES AND THE NEW POLITICS Russell J. Dalton, Susan E. Scarrow, and Bruce E. Cain Russell J. Dalton is director of the Center for the Study of Democracy at the University of California, Irvine. Susan E. Scarrow is associate professor of political science at the University of Houston. Bruce E. Cain is Robson Professor of Political Science at the University of California, Berkeley, and director of the Institute of Governmental Studies. This essay is adapted from their edited volume, Democracy Transformed? Expanding Political Opportunities in Advanced Indus- trial Democracies (2003). Over the past quarter-century in advanced industrial democracies, citi- zens, public interest groups, and political elites have shown decreasing confidence in the institutions and processes of representative govern- ment. In most of these nations, electoral turnout and party membership have declined, and citizens are increasingly skeptical of politicians and political institutions.1 Along with these trends often go louder demands to expand citizen and interest-group access to politics, and to restructure democratic deci- sion-making processes. Fewer people may be voting, but more are signing petitions, joining lobby groups, and engaging in unconventional forms of political action.2 Referenda and ballot initiatives are growing in popu- larity; there is growing interest in processes of deliberative or consultative democracy;3 and there are regular calls for more reliance on citizen advi- sory committees for policy formation and administration—especially at the local level, where direct involvement is most feasible. Contempo- rary democracies are facing popular pressures to grant more access, increase the transparency of governance, and make government more accountable.
    [Show full text]
  • Chapter 3 Voting Systems
    Chapter 3 Voting Systems 3.1 Introduction We rank everything. We rank movies, bands, songs, racing cars, politicians, professors, sports teams, the plays of the day. We want to know “who’s number one?” and who isn't. As a lo- cal sports writer put it, “Rankings don't mean anything. Coaches continually stress that fact. They're right, of course, but nobody listens. You know why, don't you? People love polls. They absolutely love ’em” (Woodling, December 24, 2004, p. 3C). Some rankings are just for fun, but people at the top sometimes stand to make a lot of money. A study of films released in the late 1970s and 1980s found that, if a film is one of the 5 finalists for the Best Picture Oscar at the Academy Awards, the publicity generated (on average) generates about $5.5 mil- lion in additional box office revenue. Winners make, on average, $14.7 million in additional revenue (Nelson et al., 2001). In today's inflated dollars, the figures would no doubt be higher. Actors and directors who are nominated (and who win) should expect to reap rewards as well, since the producers of new films are eager to hire Oscar-winners. This chapter is about the procedures that are used to decide who wins and who loses. De- veloping a ranking can be a tricky business. Political scientists have, for centuries, wrestled with the problem of collecting votes and moulding an overall ranking. To the surprise of un- 1 CHAPTER 3. VOTING SYSTEMS 2 dergraduate students in both mathematics and political science, mathematical concepts are at the forefront in the political analysis of voting procedures.
    [Show full text]
  • Minimax Is the Best Electoral System After All
    1 Minimax Is the Best Electoral System After All Richard B. Darlington Department of Psychology, Cornell University Abstract When each voter rates or ranks several candidates for a single office, a strong Condorcet winner (SCW) is one who beats all others in two-way races. Among 21 electoral systems examined, 18 will sometimes make candidate X the winner even if thousands of voters would need to change their votes to make X a SCW while another candidate Y could become a SCW with only one such change. Analysis supports the intuitive conclusion that these 18 systems are unacceptable. The well-known minimax system survives this test. It fails 10 others, but there are good reasons to ignore all 10. Minimax-T adds a new tie-breaker. It surpasses competing systems on a combination of simplicity, transparency, voter privacy, input flexibility, resistance to strategic voting, and rarity of ties. It allows write-ins, machine counting except for write-ins, voters who don’t rate or rank every candidate, and tied ratings or ranks. Eleven computer simulation studies used 6 different definitions (one at a time) of the “best” candidate, and found that minimax-T always soundly beat all other tested systems at picking that candidate. A new maximum-likelihood electoral system named CMO is the theoretically optimum system under reasonable conditions, but is too complex for use in real-world elections. In computer simulations, minimax and minimax-T nearly always pick the same winners as CMO. Comments invited [email protected] Copyright Richard B. Darlington May be distributed free for non-commercial purposes 2 1.
    [Show full text]
  • Which Voting System Is Best for Canada?
    Electoral Reform: Which Voting System is Best For Canada? By David Piepgrass While watching the election coverage last Monday night, I was disconcerted by claims from party leaders and even journalists, suggesting that Canadians had “asked” for various things by their voting: “Canadians have asked our party to take the lead” “Canadians have selected a new government.” “Although Canadians have voted for change, they have not given any one party a majority in the House of Commons. They have asked us to cooperate, to work together, and to get on with tackling the real issues that matter to ordinary working people and their families.” - Stephen Harper “Canadians have asked the Conservatives to form a government – in a minority Parliament” “while the people of Canada asked Mr. Harper to form a minority government, the people of Canada also asked New Democrats to balance that government...” - Jack Layton But I voted in the election, and guess what I didn't see on the ballot? I wonder what they based their statements on. Votes vs. Seats (Federal Election 2006) Probably, it was either the popular vote or the Conservatives makeup of the government, but isn't it odd that the Liberals two are different? You can see the dichotomy NDP Percent of vote between the popular vote and the seat allocation Bloc Percent of on the right. It looks like the NDP and Bloc have Other seats somehow confused each other's seats, but actually, 0 5 10 15 20 25 30 35 40 45 as Canadian elections go, this one isn't too bad.
    [Show full text]
  • A Candidate Election Approach
    Judging competitions and benchmarks: a candidate election approach Adrien Pavao, Michael Vaccaro, and Isabelle Guyon LISN/CNRS/INRIA, Universit´eParis-Saclay, France Abstract. Machine learning progress relies on algorithm benchmarks. We study the problem of declaring a winner, or ranking \candidate" al- gorithms, based on results obtained by \judges" (scores on various tasks). Inspired by social science and game theory on fair elections, we compare various ranking functions, ranging from simple score averaging to Con- dorcet methods. We devise novel empirical criteria to assess the quality of ranking functions, including the generalization to new tasks and the stability under judge or candidate perturbation. We conduct an empirical comparison on the results of 5 competitions and benchmarks (one artifi- cially generated). While prior theoretical analyses indicate that no single ranking function satisfies all desired properties, our empirical study re- veals that the classical \average rank" method fares well. However, some pairwise comparison methods can get better empirical results. 1 Introduction The problem of aggregating individual preferences into one global ranking is en- countered in many application domains: politics, economics, sports, web pages ranking, and more. We are interested in a specific instance of this problem, where \candidates" are machine learning (ML) algorithms and \judges" are test performances on tasks to be solved (e.g. classification, regression, or reinforce- ment learning problems). Organizers of competitions (or benchmarks) usually simply average scores or competitor ranks over the various tasks, to obtain a global ranking. Nonetheless, theory has been developed around the problem of ranking in the fields of social choice theory, economics and game theory, charac- terizing the properties satisfied or not by various ranking functions.
    [Show full text]
  • Essays on Political Parties, Their Organization, and Policy Choice
    Essays on Political Parties, their Organization, and Policy Choice By Nicolas-Guillaume M. Martineau A thesis submitted to the Graduate Program in the Department of Economics in conformity with the requirements for the Degree of Doctor of Philosophy Queen's University Kingston, Ontario, Canada November 2011 Copyright ©Nicolas-Guillaume M. Martineau, 2011 Abstract The primary aim of this thesis is to advance economics' understanding of the organization of political parties, for the purpose of explaining the policy choices that result from collective decision procedures. Motivating this inquiry is the benign neglect that the political party as an organization has long suffered from in economics, in a manner that mirrors depictions of the firm in early neoclassical analysis. Accordingly, this thesis first considers the question of the relative influence of different contributors to the political parties' electoral activities, i.e. special-interest groups contribut- ing money and individual party activists volunteering their time, on their choice of policy platforms. It is found that the presence of activists induces parties to offer differentiated policy platforms, even in the presence of a special-interest group whose contributions are perfectly substitutable with those of activists. Concurrently, the special interest's influence is to bias the parties' platforms towards its preferred policy. Second, the internal dynamics of parties organized into factions sharing common goals are investigated. It is studied how they affect the party leader's choice of policies while in office and her accountability to voters, through the threat of her removal from the party's helm. While occasionally acting as a distortion on the election mechanism's effectiveness for keeping politicians accountable, the presence of the politician's party is accountability- enhancing especially in the presence of other distortions.
    [Show full text]
  • 7 Introduction 8 Voting Systems
    Social Choice (6/2/17 to 20/2/17) 7 Introduction Social choice is concerned with aggregating preferences or votes and then coming up with a rule to decide one or more winners. In some cases there may be no winner. Understanding social choice is important because it is fundamental to any democratic system which depends on elcitation of preferences from the concerned people. Examples are elections and referendums. Definition 7 (Election). An election is a pair E = (C; V ) where C is a finite set of candidates or alternatives and V is a multi-set1 of votes in the form of a ranking (generally linear order but can be a partial order in some cases) over C. Votes and some times elections are also called preference profiles. Definition 8 (Voting system (VS)). A voting system is a rule that given an election E decides the winner(s) of E. It is possible that a voting system produces no winners. There can be three types of VS each represented by a function. Social choice correspondence is a function F : fE = (C; V )jV a preference profileg ! P(C), where P(C) is the power set of C. So for any election E, F (E) ⊆ C, F (E), possibly empty, are called the winners of the election. Social choice function is a function f : fE = (C; V )jV a preference profileg ! C. A social choice function picks a single winner. Social welfare function is a function fw : fE = (C; V )jV a preference profileg ! ρ(C) where ρ is a ranking function for C and produces a ranked ordering of the elements of C.
    [Show full text]