Income share elasticity is a function π which can describe the size distribution of income (Esteban, 1986). On the other hand, the conventional density representation of the latter gives parameters of first or second order stochastic dominance, widely used to describe shifts in income distribution, to which inequality measures are attached. The paper draws a link between the two, by providing conditions such that a given shift to π is equivalent to a first or second order stochastic dominance shift of the distribution of income. Some applications to Lorenz rankings are also provided. JEL Classification no: D31
C.Benassi, A.Chirco (2006). Income share elasticity and stochastic dominance. SOCIAL CHOICE AND WELFARE, 26, 511-526.
Income share elasticity and stochastic dominance
BENASSI, CORRADO;
2006
Abstract
Income share elasticity is a function π which can describe the size distribution of income (Esteban, 1986). On the other hand, the conventional density representation of the latter gives parameters of first or second order stochastic dominance, widely used to describe shifts in income distribution, to which inequality measures are attached. The paper draws a link between the two, by providing conditions such that a given shift to π is equivalent to a first or second order stochastic dominance shift of the distribution of income. Some applications to Lorenz rankings are also provided. JEL Classification no: D31I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.