Agenda Control under Policy Uncertainty

IF 5 1区 社会学 Q1 POLITICAL SCIENCE American Journal of Political Science Pub Date : 2023-03-13 DOI:10.1111/ajps.12781
Steven Callander, Nolan McCarty
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Abstract

Models of agenda setting are central to the analysis of political institutions. Elaborations of the classical agenda-setting model of Romer–Rosenthal have long been used to make predictions about policy outcomes and the distribution of influence among political actors. Although the canonical model is based on complete and perfect information about preferences and policy outcomes, some extensions relax these assumptions to include uncertainty about preferences and reversion points. We consider a different type of uncertainty: incomplete knowledge of the mapping between policies and outcomes. In characterizing the optimal agenda setting under this form of uncertainty, we show that it amends substantively the implications of the Romer–Rosenthal model. We then extend the model dynamically and show that rich dynamics emerge under policy uncertainty. Over a longer horizon, we find that agenda control suppresses the incentive of legislators to experiment with policy, leading to less policy learning and worse outcomes than are socially efficient.

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政策不确定性下的议程控制
议程设置模型是政治体制分析的核心。长期以来,对罗默-罗森塔尔经典议程设置模型的阐释一直被用来预测政策结果和政治参与者之间的影响力分配。尽管经典模型是建立在关于偏好和政策结果的完全和完美信息基础上的,但一些扩展模型放宽了这些假设,将偏好和回归点的不确定性也纳入其中。我们考虑的是另一种不确定性:对政策与结果之间映射的不完全了解。在描述这种形式的不确定性下的最优议程设置时,我们表明它从实质上修正了罗默-罗森塔尔模型的含义。然后,我们对模型进行了动态扩展,表明在政策不确定性下会出现丰富的动态变化。在更长的时间跨度内,我们发现议程控制抑制了立法者对政策进行实验的积极性,导致政策学习减少,结果比社会效率更差。
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来源期刊
CiteScore
9.30
自引率
2.40%
发文量
61
期刊介绍: The American Journal of Political Science (AJPS) publishes research in all major areas of political science including American politics, public policy, international relations, comparative politics, political methodology, and political theory. Founded in 1956, the AJPS publishes articles that make outstanding contributions to scholarly knowledge about notable theoretical concerns, puzzles or controversies in any subfield of political science.
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