Estimates of the Spatial Voting Model

Christopher Hare, K. Poole
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Abstract

In this chapter, the authors survey the empirical success of the spatial (or geometric) theory of voting. Empirical work lagged behind the development of theory until about 30 years ago and since then has exploded, with ideal-point estimation emerging as an important methodological subfield in political science. Empirical applications of spatial theory are now legion, and the basic news is that the spatial model has been enormously successful in explaining observed political choices and outcomes at both the elite and mass levels. In the United States, empirical estimates of the spatial model also help to explain incongruities between the median voter theorem and party polarization. These empirical estimates have demonstrated that the theory is extremely powerful on a number of levels—indeed, that it is one of the most successful mathematical theories in the social sciences.
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空间投票模型的估计
在本章中,作者调查了空间(或几何)投票理论的经验成功。直到大约30年前,实证工作才落后于理论的发展,从那时起,随着理想点估计成为政治学中一个重要的方法论子领域,它得到了爆炸式的发展。空间理论的实证应用现在很多,基本的消息是,空间模型在解释精英和大众层面观察到的政治选择和结果方面取得了巨大的成功。在美国,空间模型的经验估计也有助于解释中间选民定理与政党极化之间的不一致。这些实证估计表明,该理论在许多层面上都是极其强大的——事实上,它是社会科学中最成功的数学理论之一。
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