We compare alternative populations of individuals, who differ for many characteristics besides income, in terms of inequality. In order to achieve our aim, we extend the notion of Generalized Lorenz Preorder to a context of multivariate distributions with different marginals. Finally, we show, by using convex analysis, that some conditions, relevant in the analysis of multidimensional inequality, are equivalent to the ordering we introducedMultidimensional Inequality, Generalized Lorenz Preordering, Price-majorization
International audienceSince the order generated by the Lorenz criterion is partial, it is a natural ...
To date, inequality orderings for ordered response data are only suitable for comparing distribution...
We review results concerning the representation of partial orders of univariate distributions via st...
Economic literature on inequality measurement is mainly concerned with the comparison of univariate ...
The paper investigates how comparisons of multivariate inequality can be made robust to varying the ...
The generalized Lorenz order and the absolute Lorenz order are used in economics to compare income d...
The paper investigates how comparisons of multivariate inequality can be made robust to varying the ...
This paper considers an extension of generalized Lorenz dominance (GL) criterion to the case of mult...
The paper investigates Lorenz dominance and generalized Lorenz dominance to compare distributions of...
[EN]By using a general solution to the problem of extending a preorder conditional on a list of ex-a...
The “intersection approach” provides a formal solution to the problem of finding a suitable basis fo...
SUMMARY. This paper provides a unified approach to Lorenz ordering within almost all commonly consid...
We propose a multivariate extension of the Lorenz curve based on multivariate rearrangements of opti...
We study multidimensional inequality on integers. A Lorenz-like preorder and a suitably adapted vers...
This paper surveys selected applications of the Lorenz curve and related stochastic orders in econom...
International audienceSince the order generated by the Lorenz criterion is partial, it is a natural ...
To date, inequality orderings for ordered response data are only suitable for comparing distribution...
We review results concerning the representation of partial orders of univariate distributions via st...
Economic literature on inequality measurement is mainly concerned with the comparison of univariate ...
The paper investigates how comparisons of multivariate inequality can be made robust to varying the ...
The generalized Lorenz order and the absolute Lorenz order are used in economics to compare income d...
The paper investigates how comparisons of multivariate inequality can be made robust to varying the ...
This paper considers an extension of generalized Lorenz dominance (GL) criterion to the case of mult...
The paper investigates Lorenz dominance and generalized Lorenz dominance to compare distributions of...
[EN]By using a general solution to the problem of extending a preorder conditional on a list of ex-a...
The “intersection approach” provides a formal solution to the problem of finding a suitable basis fo...
SUMMARY. This paper provides a unified approach to Lorenz ordering within almost all commonly consid...
We propose a multivariate extension of the Lorenz curve based on multivariate rearrangements of opti...
We study multidimensional inequality on integers. A Lorenz-like preorder and a suitably adapted vers...
This paper surveys selected applications of the Lorenz curve and related stochastic orders in econom...
International audienceSince the order generated by the Lorenz criterion is partial, it is a natural ...
To date, inequality orderings for ordered response data are only suitable for comparing distribution...
We review results concerning the representation of partial orders of univariate distributions via st...