Linked bibliography for the SEP article "Voting Methods" by Eric Pacuit

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If everything goes well, this page should display the bibliography of the aforementioned article as it appears in the Stanford Encyclopedia of Philosophy, but with links added to PhilPapers records and Google Scholar for your convenience. Some bibliographies are not going to be represented correctly or fully up to date. In general, bibliographies of recent works are going to be much better linked than bibliographies of primary literature and older works. Entries with PhilPapers records have links on their titles. A green link indicates that the item is available online at least partially.

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Alos-Ferrer, C., 2006, “A simple characterization of approval voting,” Social Choice and Welfare, 27: 621–625.
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Aragones, E., I. Gilboa, and A. Weiss, 2011, “Making statements and approval voting,” Theory and Decision, 71:461–472. (Scholar)
Arrow, K., 1963, Social Choice and Individual Values, New Haven: Yale University Press, 2nd edition. (Scholar)
Asan, G. and R. Sanver, 2002, “Another characterization of the majority rule,” Economics Letters, 75(3): 409–413. (Scholar)
Baigent, N., and Xu, Y., 1991, “Independent necessary and sufficient conditions for approval voting,” Mathematical Social Sciences, 21: 21–29. (Scholar)
Balinski, M. and R. Laraki, 2007, “A theory of measuring, electing and ranking,” Proceeding of the National Academy of Sciences, 104(21): 8720–8725.
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Balinski, M. and R. Laraki, 2014, “What should “majority decision” mean?,” in Majority Decisions, (J. Elster and S. Novak eds.), pp. 103–131, Cambridge University Press. (Scholar)
Balinski, M. and H. P. Young, 1982, Fair Representation: Meeting the Idea of One Man, One Vote, Yale University Press. (Scholar)
Bartholdi III, J. J., C. A. Tovey, and M. A. Trick, 1989, “The computational difficulty of manipulating an election,” Social Choice and Welfare, 6(3): 227–241. (Scholar)
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Bassett, G. and J. Persky, 1999, “Robust voting,” Public Choice, 99(3-4): 299–310. (Scholar)
Behrens, J., 2017, “The origins of liquid democracy, ” The Liquid Democracy Journal, 5(2): 7–17, available online. (Scholar)
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Borda, J.-C. de, 1784, “Mémoire sur les élections au scrutin par M. de Borda” in Mémoires de l’Académie Royale des Sciences année 1781, Paris: l’Imprimerie Royale, pp. 657–665; Translated in McLean and Urken 1995, pp. 83–89. (Scholar)
Brams, S., 2008, Mathematics and Democracy, Princeton: Princeton University Press. (Scholar)
Brams, S. and P. Fishburn, 2007 (2nd Edition), Approval Voting, New York: Springer. (Scholar)
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Brams, S., P. Fishburn and S. Merrill III, 1988a, “The responsiveness of approval voting: Comments on Saari and Van Newenhizen,” Public Choice, 59(2): 121–131. (Scholar)
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Brams, S., D. M. Kilgour D. M., and W. Zwicker, 1998, “The paradox of multiple elections,” Social Choice and Welfare, 15(2): 211–236. (Scholar)
Brams, S. and R. Potthoff, 2015, “The paradox of grading systems,” Public Choice, 165(3-4): 193–210. (Scholar)
Brams, S. and Sanver, M. R., “Voting systems that combine approval and preference,” in The Mathematics of Preference, Choice, and Order: Essays in Honor of Peter C. Fishburn, S. Brams, W. Gehrlein, and F. Roberts (eds.), pp. 215–237, Berlin: Springer. (Scholar)
Brandt, F., 2017, “Rolling the dice: Recent results in probabilistic social choice,” in Trends in Computational Social Choice, U. Endriss (editor): 3–19. (Scholar)
Brandt, F., C. Geist, and D. Peters, 2017, “Optimal bounds for the no-show paradox via SAT solving,” Mathematical Social Sciences, 90: 18–27. (Scholar)
Brandt F., J. Hofbauer, and M. Strobel, 2019, “Exploring the no-show paradox for Condorcet extensions using Ehrhart theory and computer simulations,” in Proceedings of the 18th International Conference on Autonomous Agents and Multiagent Systems (AAMAS), Montreal: AAAI Press. (Scholar)
Brandt, F., V. Conitzer, and U. Endris, 2013, “Computational social choice,” in G. Weiss, editor, Multiagent Systems, pp. 213–283, Cambridge, MA: MIT Press. (Scholar)
Brandt, F., V. Conitzer, U. Endriss, J. Lang, and A. D. Procaccia, editors, 2016, Handbook of Computational Social Choice, Cambridge: Cambridge University Press. (Scholar)
Brennan, J., 2016, “The ethics and rationality of voting,” The Stanford Encyclopedia of Philosophy (Winter 2016 Edition), Edward N. Zalta (ed.), URL = <https://plato.stanford.edu/archives/win2016/entries/voting/>. (Scholar)
Brennan, G. and L. Lomasky, 1993, Democracy and Decision: The Pure Theory of Electoral Preference, Cambridge: Cambridge University Press. (Scholar)
Brill, M. and N. Talmon, 2018, “Pairwise liquid democracy,” in Proceedings of the 27th International Joint Conference on Artificial Intelligence (IJCAI), Stockholm: International Joint Conferences on Artificial Intelligence. (Scholar)
Boutilier, C., I. Caragiannis, S. Haber, T. Lu, A. Procaccia, and O. Sheffet, 2015, “Optimal social choice functions: A utilitarian view, ” Artificial Intelligence, 227: 190–213. (Scholar)
Cato, S., 2014, “Independence of irrelevant alternatives revisited,” Theory and Decision 76(4): 511–527. (Scholar)
Campbell, D. and J. Kelly, 2002, “Non-monotonicity does not imply the no-show paradox,” Social Choice and Welfare, 19(3): 513–515. (Scholar)
Chebotarev, P. and E. Shamis, 1998, “Characterization of scoring methods for preference aggregation,” Annals of Operations Research, 80: 299–332. (Scholar)
Christiano, T., “Democracy,” The Stanford Encyclopedia of Philosophy (Fall 2008 Edition), Edward N. Zalta (ed.), URL = <Democracy/">https://plato.stanford.edu/archives/fall2008/entries/Democracy/>. (Scholar)
Christoff, Z. and D. Grossi, 2017, “Binary voting with delegable proxy: An analysis of liquid democracy,” in Proceedings of TARK 2017, Liverpool: Electronic Proceedings in Theoretical Computer Science. (Scholar)
Cohen, J., 1986, “An epistemic conception of democracy,” Ethics, 97(1): 26–38. (Scholar)
Coleman,J. and J. Ferejohn, 1986, “Democracy and social choice,” Ethics, 97(1): 6–25. (Scholar)
Condorcet, M.J.A.N. de C., Marque de, 1785, Essai sur l’application de l’analyse à la probabilitié des décisions rendues à la pluralité des voix, Paris: l’Imprimerie Royale; Translated in Mclean and Urken 1995, pp. 91–113. (Scholar)
Conitzer, V. and Wash, T., 2016, “Barriers to manipulation in voting,” Chapter 6 in Handbook of Computational Social Choice, 127–145, New York: Cambridge University Press. (Scholar)
Conitzer, V. and T. Sandholm, 2005, “Common voting rules as maximum likelihood estimators,” in Proceedings of the 21st Annual Conference on Uncertainty in Artificial Intelligence (UAI-05), pp. 145–152. (Scholar)
Conitzer, V., M. Rognlie, and L. Xia, 2009, “Preference functions that score rankings and maximum likelihood estimation,” in 1st International Joint Conference on Artificial Intelligence (IJCAI-09), pp. 109–115, Pasadena: AAAI Press. (Scholar)
Daudt, H. and D. W. Rae, 1976, “The Ostrogorski paradox: a peculiarity of compound majority decision,” European Journal of Political Research, 4(4): 391–399. (Scholar)
Dietrich, F., 2008, “The premises of Condorcet’s jury theorem are not simultaneously justified,” Episteme – a Journal of Social Epistemology, 5(1): 56–73. (Scholar)
Dietrich, F. and K. Spiekermann, 2013, “Epistemic democracy with defensible premises,” Economics & Philosophy, 29(1): 87–120. (Scholar)
Dowding, K. and M. Van Hees, 2008, “In praise of manipulation,” British Journal of Political Science, 38(1): 1–15. (Scholar)
Driver, J., “The history of utilitarianism,” The Stanford Encyclopedia of Philosophy (Winter 2014 Edition), Edward N. Zalta (ed.), URL = <https://plato.stanford.edu/archives/win2014/entries/utilitarianism-history/>. (Scholar)
Duddy, C., 2014,“Condorcet’s principle and the strong no-show paradoxes,” Theory and Decision, 77(2):275–285. (Scholar)
Dummett, M., 1984, Voting Procedures, Oxford: Clarendon. (Scholar)
Edelman, P. H., 2012a, “The institutional dimension of election design,” Public Choice, 153(3/4):287–293. (Scholar)
–––, 2012b, “Michel Balinski and Rida Laraki: Majority judgment: measuring, ranking, and electing,” Public Choice, 151:807–810. (Scholar)
Elkind, E., P. Faliszewski and A. Slinko, 2015, “Distance rationalization of voting rules,” Social Choice and Welfare, 45(2): 345–377. (Scholar)
Endriss, U., 2011, “Logic and social choice theory,” in Logic and Philosophy Today, J. van Benthem and A. Gupta (eds.), London: College Publications. (Scholar)
Endriss, U. (editor), 2017, Trends in Computational Social Choice, Amsterdam: AI Access Publishers. (Scholar)
Fabienne, P., 2013, “Political legitimacy,” The Stanford Encyclopedia of Philosophy (Spring 2017 Edition), Edward N. Zalta (ed.), URL = <https://plato.stanford.edu/archives/sum2017/entries/legitimacy/>. (Scholar)
Faliszewski, P. and A. Procaccia, 2010, “AI’s war on manipulation: Are we winning?,” AI Magazine, 31(4): 53–64.
Faliszewski, P., E. Hemaspaandra, and L. Hemaspaandra, 2010, “Using complexity to protect elections,” Communications of the ACM, 53(11): 74–82. (Scholar)
Felsenthal, D., 2012, “Review of paradoxes afflicting procedures for electing a single candidate,” in Electoral Systems: Paradoxes, Assumptions and Paradoxes, pp. 19–91: Dordrecht, Springer. (Scholar)
Felsenthal, D. and M. Machover, 1998, The Measurement of Voting Power: Theory and Practice, Problems and Paradoxes, Cheltenham Glos: Edward Elgar Publishing. (Scholar)
––– (editors), 2012, Electoral Systems: Paradoxes, Assumptions and Procedures, Dordrecht: Springer. (Scholar)
–––, 2008, “The majority judgment voting procedure: A critical evaluation,” Homo Oeconomicus, 25(3/4):319–334. (Scholar)
Felsenthal, D. and H. Nurmi, 2017, Monotonicity Failures Afflicting Procedures for Electing a Single Candidate, SpringerBriefs in Economics, Dordrecht:Springer. (Scholar)
Felsenthal, D. and N. Tideman, 2013, “Varieties of failure of monotonicity and participation under five voting methods,” Theory and Decision, 75(1): 59–77. (Scholar)
Fishburn, P. and S. Brams, 1983, “Paradoxes of preferential voting,” Mathematics Magazine, 56(4): 207–214. (Scholar)
Fishburn, P., 1974, “Paradoxes of voting,” American Political Science Review, 68(2): 537–546. (Scholar)
–––, 1977, “Condorcet social choice functions,” SIAM Journal of Applied Mathematics, 33(3): 469–489. (Scholar)
–––, 1978a, “Axioms for approval voting: Direct proof,” Journal of Economic Theory, 19(1): 180–185. (Scholar)
–––, 1978b, “Symmetric and consistent aggregation with dichotomous preferences,” in Aggregation and revelation of preferences, Amsterdam: North-Holland. (Scholar)
–––, 1982, “Monotonicity paradoxes in the theory of voting,” Discrete Applied Mathematics, 4: 119–134. (Scholar)
Gaertner, W., 2006, A Primer in Social Choice Theory, Oxford: Oxford University Press. (Scholar)
Gaertner, W. and Y. Xu, 2012, “A general scoring rule,” Mathematical Social Sciences, 63: 193–196.
Gardenfors, P., 1973, “Positionalist voting functions,” Theory and Decision, 4(1): 1–24. (Scholar)
Gehrlein, W., 2006, Condorcet’s Paradox, Berlin: Springer. (Scholar)
Gehrlein, V. and D. Lepelley, 2003, “On some limitations of the median voting rule,” Public Choice, 117(1-2):177–190. (Scholar)
Gelman, A., J. Katz and F. Tuerlinckx, 2002, “The mathematics and statistics of voting power, ” Statistical Science, 17(4): 420–435. (Scholar)
Gibbard, A., 1973, “Manipulation of voting schemes: A general result,” Econometrica, 41(4): 587–601. (Scholar)
Goeree, J. and J. Zhang, 2017, “One man, one bid,” Games and Economic Behavior, 101(C): 151–171. (Scholar)
Golz, P., A. Kahng, S. Mackenzie, and A. Procaaccia, 2018, “The fluid mechanics of liquid democracy”, in Proceedings of WINE: Web and Internet Economics, 188–202: Oxford, Springer. (Scholar)
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Goodin, R. and K. Spiekermann, 2018, “An Epistemic Theory of Democracy,” Oxford: Oxford University Press. (Scholar)
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Grofman, B. and S. Feld, 2004, “If you like the alternative vote (a.k.a. the instant runoff), then you ought to know about the Coombs rule,” Electoral Studies, 23: 641–659. (Scholar)
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Kang, A., S. Mackenzie and A. Procaccia, 2018, “Liquid democracy: An algorithmic perspective,” in Proceedings of 32nd AAAI Conference on Artificial Intelligence: 1095–1102: New Orleans, AAAI Press. (Scholar)
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