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Dos familias numerables de medidas de desigualdad

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Author Info
Luis José Imedio Olmedo (Universidad de Málaga)
Elena Bárcena Martín (Universidad de Málaga)
Abstract

En este trabajo se estudian dos familias numerables de índices de desigualdad que se obtienen como transformaciones lineales de los momentos respecto del origen de la curva de Lorenz y de su curva dual, al considerar tales curvas como funciones de distribución. Se presenta una visión unificada de ambas familias, tratando de clarificar su paralelismo y divergencia. En el ámbito normativo, se obtienen las funciones de preferencia social que relacionan bienestar y desigualdad. Ello permite, por una parte, analizar su grado de aversión a la desigualdad y, por otra, establecer las condiciones bajo las cuales los índices satisfacen el Principio de Transferencias Decrecientes y/o su versión posicional.

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Publisher Info
Article provided by Fundación SEPI in its journal Investigaciones Económicas.

Volume (Year): 31 (2007)
Issue (Month): 1 (January)
Pages: 191-217
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Handle: RePEc:iec:inveco:v:31:y:2007:i:1:p:191-217

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Postal: Investigaciones Economicas Fundación SEPI Quintana, 2 (planta 3) 28008 Madrid Spain
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Related research
Keywords: C10 D31 I38

Find related papers by JEL classification:
A - General Economics and Teaching

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