This paper analyzes a 3-person voting game in which two or three players have the ability to choose alternatives to be considered. Once the set of possible alternatives and the structure of the voting procedure are known, the players can solve for the outcome. Thus, the actual choice over outcomes takes place in the choice of alternatives to be voted on, i.e., the agenda. An equilibrium to this agenda-formation game is shown to exist under different assumptions about the information relative to the order of the players in the voting game. Further, this equilibrium is computed and found to possess certain features which are attractive from a normative point of view
Early results on the emptiness of the core and the majority-rule-chaos results led to the recognitio...
This paper is a study in the theory of committees and elections. By a committee we will mean any gro...
We study voting games on binary issues, where voters might hold an objective over some issues at sta...
This paper analyzes a 3-person voting game in which two or three players have the ability to choose ...
The paper studies a voting scheme where members of a committee voting sequentially on a known series...
We develop a definition of equilibrium for agenda formation in general voting settings. The definiti...
The paper studies a voting scheme where members of a committee voting sequentially on a known series...
We develop a definition of equilibrium for agenda formation in general voting settings. The definiti...
This paper develops a multi-stage game-theoretic model of three-party competition under proportional...
The first part of this Thesis asks whether we can devise voting rules that allow strategic voters to...
Nonunanimous voting processes seldom possess voting equilibria if the number of alternatives is larg...
This dissertation explores the existence of voting equilibria in a variety of institutional settings...
To make collective decisions, we need good voting procedures. Suppose, through three separate polls,...
This paper analyzes the set of sophisticated voting outcomes under the following two-stage amendmen...
We examine a legislative voting game where decisions are being made over both ideological and distri...
Early results on the emptiness of the core and the majority-rule-chaos results led to the recognitio...
This paper is a study in the theory of committees and elections. By a committee we will mean any gro...
We study voting games on binary issues, where voters might hold an objective over some issues at sta...
This paper analyzes a 3-person voting game in which two or three players have the ability to choose ...
The paper studies a voting scheme where members of a committee voting sequentially on a known series...
We develop a definition of equilibrium for agenda formation in general voting settings. The definiti...
The paper studies a voting scheme where members of a committee voting sequentially on a known series...
We develop a definition of equilibrium for agenda formation in general voting settings. The definiti...
This paper develops a multi-stage game-theoretic model of three-party competition under proportional...
The first part of this Thesis asks whether we can devise voting rules that allow strategic voters to...
Nonunanimous voting processes seldom possess voting equilibria if the number of alternatives is larg...
This dissertation explores the existence of voting equilibria in a variety of institutional settings...
To make collective decisions, we need good voting procedures. Suppose, through three separate polls,...
This paper analyzes the set of sophisticated voting outcomes under the following two-stage amendmen...
We examine a legislative voting game where decisions are being made over both ideological and distri...
Early results on the emptiness of the core and the majority-rule-chaos results led to the recognitio...
This paper is a study in the theory of committees and elections. By a committee we will mean any gro...
We study voting games on binary issues, where voters might hold an objective over some issues at sta...