Metaorders in social choice

Authors

  • Laura Plazola Zamora Universidad de Guadalajara
  • Sara Leticia Marín Maldonado Universidad de Guadalajara

DOI:

https://doi.org/10.32870/eera.vi22.726

Keywords:

metaorders, social choice

Abstract

This paper states the problem of social choice in terms of Arrow's axioms, and describes the possible interpretations and formal assumptions about interpersonal comparisons of utility needed to extend the information framework of Arrow's impossibility theorem. Finally, an alternative approach to measure the strength of preference of group members over a finite set of alternatives is suggested, using the concept of "second-order preferences", whereby the individual ranks the possible orderings of the alternatives.

Author Biographies

Laura Plazola Zamora, Universidad de Guadalajara

Doctora en Investigación de Operaciones y profesora del Departamento de Métodos Cuantitativos, CUCEA,  Universidad de Guadalajara.

Sara Leticia Marín Maldonado, Universidad de Guadalajara

Doctora en Ciencias Económicas y Empresariales y profesora del Departamento de Métodos Cuantitativos, CUCEA, Universidad de Guadalajara.

Published

2009-01-01