With income distributions it is common to encounter the problem of missing data. When a parametric model is fitted to the data, the problem can be overcome by specifying the marginal distribution of the observed data. With classical methods of estimation such as the maximum likelihood (ML) an...

We provide, for the class of relative bidimensional inequality indices, a decomposition of inequality into two univariate Atkinson-Kolm-Sen indices and a third statistic which depends on the joint distribution of resources.

This paper employs a decomposition analysis of inequality by income source to understand and explain particular aspects of income inequality in Greece. The results suggest that entrepreneurial income is the most significant contributor to overall inequality in Greece. It is also shown that there...

This paper investigates the extent to which certain social characteristics and personal attributes could help explain income inequality in Greece. This analysis is quite revealing for understanding and explaining income idfferences among certain population subgroups with apparent policy...

This paper suggests overcoming some limitations of traditional inequality decomposition methods by developing a combination of Burtless (1999) and DiNardo et al. (1996), two different microsimulation methods for decomposing inequality. By using this combination it is possible to take into...

By some definitions, social housing, social housing tenants are necessarily socially excluded. In other terms, in 2000, social housing tenants were at greater risk of being socially excluded than owner occupiers and private renters on measures of income, employment, education, health, and...

This paper proposes a model of wealth distribution dynamics with a capital market imperfection and a production function where public capital is complementary to private capital. A unique invariant steady-state distribution is derived, with three social classes: subsistence workers, 'government...

In this paper we compare the level, composition and distribution of household wealth in five industrial countries: the UK, US, Italy, Finland and Sweden. We exploit the harmonized data within the Luxembourg Wealth Study, which we have extended to allow us to examine trends in the UK and the US...

The theory of functional equations is used to clarify the relationship between equilibrium distributions of wealth and population parameters such as the distribution of families by size, marriage patterns, tax mechanisms and savings behaviour within a simple model of inheritance.

This paper adopts a counterfactual decomposition analysis to analyse cross-country differences in the size of household wealth and levels of household wealth inequality. The findings of the paper suggest that the biggest share of cross-country differences is not due to differences in the...