The proportional rule for Bankruptcy problems: Two axiomatizations

  • Jony Alexander Rojas-Rojas Universidad Nacional Autónoma de Nicaragua, Managua
  • Roberto Carlos Picado-Reyes Ministerio de Educación, Juigalpa
Keywords: bankruptcy problems, convexity axiom, proportional rule

Abstract

The principle of proportionality is one of the oldest forms of distribution in the literature of distribution problems. In this article two characterizations of the proportional rule are given: one as the only function that satisfies the axioms of additivity, invariance of scale, equity and convexity; and the other characterization uses the axioms of equal treatment to equals and convexity.

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Author Biographies

Jony Alexander Rojas-Rojas, Universidad Nacional Autónoma de Nicaragua, Managua

Doctor en Matemáticas Aplicadas, Profesor Investigador de la Universidad Nacional Autónoma de Nicaragua (UNAN-MANAGUA).

Roberto Carlos Picado-Reyes, Ministerio de Educación, Juigalpa

Licenciado en Ciencias de la Educación con Mención en Matemática, Asesor pedagógico nacional del Ministerio de Educación (MINED).

Published
2019-12-14
How to Cite
Rojas-Rojas, J., & Picado-Reyes, R. (2019). The proportional rule for Bankruptcy problems: Two axiomatizations. Electronic Journal of Knowledge, Knowledge and Practices, 2(2), 13-28. https://doi.org/https://doi.org/10.5377/recsp.v2i2.9296
Section
Education Research