In this paper we consider a model where boundedly rational agents choose both which coordination game to play and what action to take in that game, when their information and mobility is limited and change over time. We completely characterize both short-run and long-run outcomes. There are...

We replicate the analysis conducted by Frederiksen, 2022a. We focus on assessing the computational and robustness replicability of their work. We find that their main exhibits and supplementary analysis are replicable, both when running their original Stata replication package, and when we...

This study pushes our understanding of research reliability by reproducing and replicating claims from 110 papers in leading economic and political science journals. The analysis involves computational reproducibility checks and robustness assessments. It reveals several patterns. First, we...

This article considers manipulation of collective choice — in such environments, a potential alternative is powerful only to the degree that its introduction can affect the collective decision. Using the Banks set (Banks, 1985), we present and characterize alternatives that can, and those...

In tournaments, one alternative contests another if is a “winner” among only alternatives that beat it. This paper examines the consequences and limitations of the contestation relation by considering a procedure in which alternatives that are contested are iteratively eliminated from...

Agenda procedures are an important aspect of political decision making in legislatures. This paper compares different agenda forms and evaluates them on their ability to amalgamate information. I model voters with private information, but subject to party pressures, voting in a common value...

This paper examines the consequences and limitations of the contestation relation [Schwartz, 1990]. In doing so, a new family of tournament solutions are introduced and related to existing refinements of the Banks set [Banks, 1985]. Additionally, the connection between the contestation relation...