Inequality orderings and unit consistency

Social Choice and Welfare

Volumn 29, Issue 3, 2007, Pages 515-538

  Zheng, Buhong ^a  

^a UNIVERSITY OF COLORADO   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 34548250023     PISSN: 01761714     EISSN: None     Source Type: Journal    
DOI: 10.1007/s00355-007-0217-4     Document Type: Article

References (17)

1. Aczél J (1966) Lectures on functional equations and their applications. Academic, New York
2. Castillo E, Ruiz-Cobo M (1992) Functional equations and modelling in science and engineering. Marcel Dekker, Inc., New York
3. Chakravarty SR (1988) On quasi orderings of income profiles. Methods of operations research vol 60 (XIII Symposium on Operations Research, University of Paderborn), pp 455-473
4. del Río C, Ruiz-Castillo J (2000) Intermediate inequality and welfare. Soc Choice Welf 17:223-239
5. del Río C, Ruiz-Castillo J (2001) Intermediate inequality and welfare: the case of Spain, 1980-81 to 1990-91. Rev Inc Wealth 47:221-237
6. Kolm S (1976) Unequal inequalities I and II. J Econ Theory 12:416-442, and 13:82-111
7. Krtscha M (1994) A new compromise measure of inequality. In: Eichhorn W (ed) Models and measurement of welfare and inequality. Springer, Heidelberg
8. Moyes P (1987) A new concept of Lorenz domination. Econ Lett 23:203-207
9. Pfingsten A (1986a) Distributionally-neutral tax changes for different inequality concepts. J Pub Econ 30:385-393
10. Pfingsten A (1986b) New concepts of Lorenz domination and risk aversion. Discussion Paper 278, Karlsruhe
11. Seidl C, Pfingsten A (1997) Ray invariant inequality measures. In: Zandvakili S (ed) Research on economic inequality 7. JAI Press, Greenwich
12. Shorrocks A (1980) The class of additively decomposable inequality measures. Econometrica 48:613-625
13. Yoshida T (2005) Social welfare rankings of income distributions: a new parametric concept of intermediate inequality. Soc Choice Welf 24:557-574
14. Zheng B (2007a) Unit-consistent decomposable inequality measures. Economica 74:97-111
15. Zheng B (2007b) Unit-consistent poverty indices. Econ Theory 31:113-142
16. Zoli C (1998) A surplus sharing approach to the measurement of inequality. Discussion paper 98/25, University of York
17. Zoli C (1999) A generalized version of the inequality equivalence criterion: a surplus sharing characterization, complete and partial orderings. In: De Swart H (ed) Logic, game theory and social choice. Tilburg University Press, Tilburg