In this paper, I structurally estimate a stochastic bargaining model of government formation in a multiparty parliamentary democracy, and I conduct policy experiments to evaluate the effects of changes in the bargaining procedure. I show that the model fits well data on the duration of negotiations and government durations in postwar Italy. Also, I show that changes in the proposer selection process would not affect either the duration of negotiations or government durations, whereas the imposition of a strict deadline would in general reduce the incentives to delay agreement as well as government durations.

This paper studies the nonparametric identification and estimation of voters' preferences when voters are ideological. We build on the methods introduced by Degan and Merlo (2009) representing elections as Voronoi tessellations of the ideological space. We exploit the properties of this geometric structure to establish that voter preference distributions and other parameters of interest can be identi ed from aggregate electoral data. We also show that these objects can be consistently estimated using the methodology proposed by Ai and Chen (2003) and we illustrate our analysis by performing an actual estimation using data from the 1999 European Parliament elections.

Our main goal is to quantify the returns to a career in the United States Congress. We specify a dynamic model of career decisions of a member of Congress andestimate this model using a newly collected dataset. Given estimates of the structural model, we assess reelection probabilities, estimate the effect of congressional experience on private and public sector wages, and quantify the value of a congressional seat. Moreover, we assess how an increase in the congressional wage or the imposition of term limits would affect the career decisions of politicians and the returns from a career in Congress.