Political Choices in One Dimension

B. Grofman
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引用次数: 1

Abstract

This chapter focuses on applications of majority rule processes for choice of a single alternative from a set of alternatives that can be regarded as locations in one-dimensional space (a line), where the voters who must choose among these alternatives can themselves be viewed as having a most preferred location on this line. In particular, it considers applications of one-dimensional spatial models in areas such as legislative voting, party competition, and coalition formation. The chapter concentrates on results for the proximity model of voting, where utility for the voter falls off with distance from each voter’s ideal point, but it also briefly considers a threshold model of changes in voter turnout across elections as a function of election importance.
一维的政治选择
本章重点讨论多数决原则的应用,从一组备选方案中选择一个备选方案,这些备选方案可以被视为一维空间(一条线)中的位置,必须在这些备选方案中进行选择的选民自己可以被视为在这条线上拥有最喜欢的位置。特别是,它考虑了一维空间模型在立法投票、政党竞争和联盟形成等领域的应用。本章集中讨论投票接近模型的结果,其中选民的效用随着距离每个选民的理想点的距离而下降,但它也简要地考虑了一次选举中选民投票率变化的阈值模型,作为选举重要性的函数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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