In this work we apply a new approach to assess contributions from factor components to income inequality. The new approach is based on the insight that most (synthetic) inequality indexes may be viewed as (weighted) averages of point inequality measures, which measure inequality between population subgroups identified by income. Assessing contributions of factor components to point inequality measures is usually an easy task, and based on these contributions it is straightforward to define contributions to the corresponding (synthetic) overall inequality indexes as well. As we shall show through an analysis of income data from Eurostat’s European Community Household Panel Survey (ECHP), the approach based on point inequality measures gives ...
Classical measures of inequality use the mean as the benchmark of economic dispersion. They are not ...
Zenga’s new index of economic inequality, its estimation, and an analysis of incomes in Ital
In this work we provide a decomposition by sources of the inequality index ζ defined by Zenga (1984)...
In this work we apply a new approach to assess contributions from factor components to income inequa...
For at least a century academics and governmental researchers have been developing measures that wou...
For at least a century academics and governmental researchers have been developing measures that wou...
Growing interest in the analysis of interrelationships between income distribution and economic grow...
In the framework of inequality measure decompositions, the paper introduces an immediate and straigh...
Zenga's new inequality curve and index are two recent tools for measuring inequality. Proposed in 20...
The combination of the Lorenz curve and the Gini coefficient is a widely used tool for measuring in...
In this paper, we propose an alternative methodology to capture the impact of the inequality factors...
This paper uses data from the Luxembourg Income Study to examine some of the forces that have driven...
Zenga’s new inequality curve and index are two recent tools for measuring inequality. Proposed in 20...
Besides a brief historical outline of the Gini index decomposition proposals, we compare, in a subgr...
The paper aims to study individual contributions to income inequality. The role of individual positi...
Classical measures of inequality use the mean as the benchmark of economic dispersion. They are not ...
Zenga’s new index of economic inequality, its estimation, and an analysis of incomes in Ital
In this work we provide a decomposition by sources of the inequality index ζ defined by Zenga (1984)...
In this work we apply a new approach to assess contributions from factor components to income inequa...
For at least a century academics and governmental researchers have been developing measures that wou...
For at least a century academics and governmental researchers have been developing measures that wou...
Growing interest in the analysis of interrelationships between income distribution and economic grow...
In the framework of inequality measure decompositions, the paper introduces an immediate and straigh...
Zenga's new inequality curve and index are two recent tools for measuring inequality. Proposed in 20...
The combination of the Lorenz curve and the Gini coefficient is a widely used tool for measuring in...
In this paper, we propose an alternative methodology to capture the impact of the inequality factors...
This paper uses data from the Luxembourg Income Study to examine some of the forces that have driven...
Zenga’s new inequality curve and index are two recent tools for measuring inequality. Proposed in 20...
Besides a brief historical outline of the Gini index decomposition proposals, we compare, in a subgr...
The paper aims to study individual contributions to income inequality. The role of individual positi...
Classical measures of inequality use the mean as the benchmark of economic dispersion. They are not ...
Zenga’s new index of economic inequality, its estimation, and an analysis of incomes in Ital
In this work we provide a decomposition by sources of the inequality index ζ defined by Zenga (1984)...