Students of intergroup relations have measured segregation with a P* index. In this article, we describe the distribution of this index under a stochastic model. We derive exact, closed-form expressions for the mean, variance, and skewness of P* under random segregation. These yield equivalent expressions for a second segregation index: η2. Our analytic results reveal some of the distributional properties of these indices, inform new standardizations of the indices, and enable small-sample significance testing. Two illustrative examples are presented
In this paper the Kullback-Leibler notion of discrepancy (Kullback and Leibler, 1951) is used to pro...
In the context of educational segregation by ethnic group, it has been argued that rigorous pair wi...
In this paper the Kullback-Leibler notion of discrepancy (Kullback and Leibler, 1951) is used to pro...
The most widely used measure of segregation is the so-called dissimilarity index. It is now well und...
Recent research has shown (hat two entropy-based segregation indices possess an appealing mixture o...
This paper develops a measure of segregation based on two premises: (1) a measure of segregation sho...
This book introduces new methods for measuring and analyzing residential segregation. It begins by p...
Summary. An alternative measure of segregation, the P * index, is explained. This measure is compute...
Recent research has shown that two entropy-based segregation indices possess an appealing mixture of...
We consider the issue of measuring segregation in a population of small units, considering establish...
Existing indices of residential segregation are based on an arbitrary partition of the city in neigh...
We propose a set of axioms for the measurement of school-based segregation with any number of ethnic...
This paper defends the use of the entropy based Mutual Information index of multigroup segregation ...
We develop an index of segregation based on two premises: (1) a measure of segregation should disagg...
Segregation between ethnic or sociodemographic groups represents a longstanding key independent and ...
In this paper the Kullback-Leibler notion of discrepancy (Kullback and Leibler, 1951) is used to pro...
In the context of educational segregation by ethnic group, it has been argued that rigorous pair wi...
In this paper the Kullback-Leibler notion of discrepancy (Kullback and Leibler, 1951) is used to pro...
The most widely used measure of segregation is the so-called dissimilarity index. It is now well und...
Recent research has shown (hat two entropy-based segregation indices possess an appealing mixture o...
This paper develops a measure of segregation based on two premises: (1) a measure of segregation sho...
This book introduces new methods for measuring and analyzing residential segregation. It begins by p...
Summary. An alternative measure of segregation, the P * index, is explained. This measure is compute...
Recent research has shown that two entropy-based segregation indices possess an appealing mixture of...
We consider the issue of measuring segregation in a population of small units, considering establish...
Existing indices of residential segregation are based on an arbitrary partition of the city in neigh...
We propose a set of axioms for the measurement of school-based segregation with any number of ethnic...
This paper defends the use of the entropy based Mutual Information index of multigroup segregation ...
We develop an index of segregation based on two premises: (1) a measure of segregation should disagg...
Segregation between ethnic or sociodemographic groups represents a longstanding key independent and ...
In this paper the Kullback-Leibler notion of discrepancy (Kullback and Leibler, 1951) is used to pro...
In the context of educational segregation by ethnic group, it has been argued that rigorous pair wi...
In this paper the Kullback-Leibler notion of discrepancy (Kullback and Leibler, 1951) is used to pro...