%0 Journal Article 
%A Castaño Martínez, Antonia
%A Pigueiras Voces, Gema
%A Psarrakos, Georgios
%A Sordo Díaz, Miguel Ángel
%T Increasing concave orderings of linear combinations of order statistics with applications to social welfare
%D 2019
%@ 0026-1335
%U http://hdl.handle.net/10498/33386
%X We provide in this paper sufficient conditions for comparing, in terms of the increasing
concave order, some income random variables based on linear combinations of order
statistics that are relevant in the framework of social welfare. The random variables
under study are weighted average incomes of the poorest and, for some particular
weights, their expectations are welfare measures whose integral representations are
weighted areas underneath Bonferroni curves.
%K Increasing concave order
%K Generalized Lorenz order
%K Welfare measurement
%K Order statistics
%~ Universidad de Cádiz