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  1. Some Remarks on Dodgson's Voting Rule.Felix Brandt - 2009 - Mathematical Logic Quarterly 55 (4):460-463.
    Sparked by a remarkable result due to Hemaspaandra et al. [9], the voting rule attributed to Charles Dodgson has become one of the most studied voting rules in computational social choice. However, the computer science literature often neglects that Dodgson's rule has some serious shortcomings as a choice procedure. This short note contains four examples revealing Dodgson's deficiencies.
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  • Methods for distance-based judgment aggregation.M. K. Miller & D. Osherson - unknown
    Judgment aggregation theory, which concerns the translation of individual judgments on logical propositions into consistent group judgments, has shown that group consistency generally cannot be guaranteed if each proposition is treated independently from the others. Developing the right method of abandoning independence is thus a high-priority goal. However, little work has been done in this area outside of a few simple approaches. To fill the gap, we compare four methods based on distance metrics between judgment sets. The methods generalize the (...)
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  • Review of paradoxes afflicting various voting procedures where one out of m candidates (m ≥ 2) must be elected. [REVIEW]Dan S. Felsenthal - unknown
    The paper surveys 17 deterministic electoral procedures for selecting one out of two or more candidates, as well as the susceptibility of each of these procedures to various paradoxes. A detailed appendix exemplifies the paradoxes to which each electoral procedure is susceptible. It is concluded that from the perspective of vulnerability to serious paradoxes, as well as in light of additional technical criteria, Copeland’s or Kemeny’s proposed procedures are the most desirable.
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  • Die Klugheit des Verfahrens. Wahlverfahren, Konsens und der Wille der Mehrheit.Ulrich Metschl - 2019 - Zeitschrift für Praktische Philosophie 6 (2):213-240.
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