This article proposes the k-generalized distribution as a descriptive model for the distribution and dispersion of income within a population based on the deformed exponential and logarithm functions recently introduced by Kaniadakis (Phys A 296:405–425, 2001; Phys Rev E 66:056125, 2002; Phys Rev E 72:036108, 2005). Expressions are reported which facilitate the analysis of the associated moments and various tools for the measurement of inequality. An empirical application, including a comparison of alternative distributions, is made to household income data in Italy for the years 1989 to 2006.

A model of personal income distribution with application to Italian data

CLEMENTI, FABIO;
2010-01-01

Abstract

This article proposes the k-generalized distribution as a descriptive model for the distribution and dispersion of income within a population based on the deformed exponential and logarithm functions recently introduced by Kaniadakis (Phys A 296:405–425, 2001; Phys Rev E 66:056125, 2002; Phys Rev E 72:036108, 2005). Expressions are reported which facilitate the analysis of the associated moments and various tools for the measurement of inequality. An empirical application, including a comparison of alternative distributions, is made to household income data in Italy for the years 1989 to 2006.
2010
Physica-Verlag GmBh & Company:Tiergartenstrasse 17, D 69121 Heidelberg Germany:011 49 6221 487492, INTERNET: http://www.springer.de, Fax: 011 49 6221 487177
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http://www.springerlink.com/content/j66v8k39l953x48h/
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11393/38109
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