Add to ORKGWe provide a parsimonious axiomatisation of the complete class of absolute nequalityindices. Our approach uses only a weak form of decomposability and does not require a priori that the measures be differentiable.inequality measures, decomposability, translation invariance
We characterize a class of envy-as-inequity measures. There are three key axioms. Decomposability re...
This note introduces original technical results in the theoretical measurement of inequality by spec...
Theil’s information-theoretic approach to the measurement of inequality (Theil 1967) is set in the c...
We provide a parsimonious axiomatisation of the complete class of absolute nequality indices. Our ap...
We provide a parsimonious axiomatisation of the complete class of absolute inequality indices. Our a...
We provide a parsimonious axiomatisation of the complete class of absolute inequality indices. Our a...
This paper introduces a new axiom-the unit consistency axiom-into inequality measurement. This new a...
Subgroup Decomposability is a very useful property in an inequality measure, and level-sensitivity, ...
Theil’s approach to the measurement of inequality is set in the context of subsequent developments o...
Foster and Shneyerov (2000) explore an additive decomposition property for inequality measures that ...
Using a simple axiomatic structure we characterise two classes of inequality indices - absolute and ...
Inequality indices (i) evaluate the divergence between the income distribution and the hypothetical ...
There are numerous statistical techniques designed for the measurement of inequality. Each individua...
Full Text / Article completTwo axioms in the measurement of inequality and poverty which are widely ...
International audienceWe propose a decomposition of inequality measures. By taking the example of th...
We characterize a class of envy-as-inequity measures. There are three key axioms. Decomposability re...
This note introduces original technical results in the theoretical measurement of inequality by spec...
Theil’s information-theoretic approach to the measurement of inequality (Theil 1967) is set in the c...
We provide a parsimonious axiomatisation of the complete class of absolute nequality indices. Our ap...
We provide a parsimonious axiomatisation of the complete class of absolute inequality indices. Our a...
We provide a parsimonious axiomatisation of the complete class of absolute inequality indices. Our a...
This paper introduces a new axiom-the unit consistency axiom-into inequality measurement. This new a...
Subgroup Decomposability is a very useful property in an inequality measure, and level-sensitivity, ...
Theil’s approach to the measurement of inequality is set in the context of subsequent developments o...
Foster and Shneyerov (2000) explore an additive decomposition property for inequality measures that ...
Using a simple axiomatic structure we characterise two classes of inequality indices - absolute and ...
Inequality indices (i) evaluate the divergence between the income distribution and the hypothetical ...
There are numerous statistical techniques designed for the measurement of inequality. Each individua...
Full Text / Article completTwo axioms in the measurement of inequality and poverty which are widely ...
International audienceWe propose a decomposition of inequality measures. By taking the example of th...
We characterize a class of envy-as-inequity measures. There are three key axioms. Decomposability re...
This note introduces original technical results in the theoretical measurement of inequality by spec...
Theil’s information-theoretic approach to the measurement of inequality (Theil 1967) is set in the c...