This paper investigates the problem of optimal districting in the context of a simple model of legislative elections. In the model, districting matters because it determines the seat-vote curve, which describes the relationship between seats and votes. The paper first characterizes the optimal seat-vote curve and shows that, under a weak condition, there exist districtings that generate this ideal relationship. The paper then develops an empirical methodology for computing seat-vote curves and measuring the welfare gains from implementing optimal districting. This is applied to analyze the districting plans used to elect U.S. state legislators during the 1990s. I
ABSTRACT. We look ae the problem of devising an optimal gerrymander from the standpoint of the polit...
Computer scientists and social scientists consider the political districting problem from different ...
Redefining legislative districts is a task undertaken by the states after each census in order to en...
This paper provides an empirical exploration of the potential gains from socially optimal districtin...
This paper provides a welfare economic analysis of the problem of districting. In the context of a s...
Representation is one of the most important criteria by which to judge electoral systems. In this pa...
Representation is one of the most important criteria by which to judge electoral systems. In this pa...
Abstract The shapes of electoral districts determine how votes translate into seats. When districts ...
Political districting is a very well-known technical problem related to electoral systems in which t...
The political districting problem has been studied since the 60's and many different models and tech...
神奈川県茅ヶ崎市Let me consider the electoral reapportionment problem and the political redistricting proble...
This chapter focuses on Seat Allocation and Political Districting, two of the main topics in the stu...
The paper combines the optimal gerrymandering approach in political science with the “fair cake divi...
The basic redistricting problem is defined as aggregating a set of base (indivisible) units into con...
We analyze a model of optimal gerrymandering where two parties receive a noisy signal about voter pr...
ABSTRACT. We look ae the problem of devising an optimal gerrymander from the standpoint of the polit...
Computer scientists and social scientists consider the political districting problem from different ...
Redefining legislative districts is a task undertaken by the states after each census in order to en...
This paper provides an empirical exploration of the potential gains from socially optimal districtin...
This paper provides a welfare economic analysis of the problem of districting. In the context of a s...
Representation is one of the most important criteria by which to judge electoral systems. In this pa...
Representation is one of the most important criteria by which to judge electoral systems. In this pa...
Abstract The shapes of electoral districts determine how votes translate into seats. When districts ...
Political districting is a very well-known technical problem related to electoral systems in which t...
The political districting problem has been studied since the 60's and many different models and tech...
神奈川県茅ヶ崎市Let me consider the electoral reapportionment problem and the political redistricting proble...
This chapter focuses on Seat Allocation and Political Districting, two of the main topics in the stu...
The paper combines the optimal gerrymandering approach in political science with the “fair cake divi...
The basic redistricting problem is defined as aggregating a set of base (indivisible) units into con...
We analyze a model of optimal gerrymandering where two parties receive a noisy signal about voter pr...
ABSTRACT. We look ae the problem of devising an optimal gerrymander from the standpoint of the polit...
Computer scientists and social scientists consider the political districting problem from different ...
Redefining legislative districts is a task undertaken by the states after each census in order to en...