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La regulación de los órganos de gobierno de las cajas de ahorros: consideraciones electorales


Author Info

  • Santiago Carbó Valverde

    (Universidad de Granada)

  • Antonio Palomares Bautista

    (Universidad de Granada)

  • Victoriano Ramírez González

    (Universidad de Granada)


El presente trabajo supone un avance en la resolución de los problemas de elección social y reparto proporcional de las cajas de ahorros españolas. La regulación estatal y regional relativa a estas instituciones no resuelve adecuadamente los problemas en las elecciones a representantes a los órganos rectores de dichas entidades financieras. La elección de un método para un problema de reparto proporcional, debe hacerse en función de las propiedades que se desean. Consistencia e imparcialidad son, entre otras, dos propiedades importantes a cumplir. Por ello, proponemos St. Laguë como método de reparto. Por otra parte, introducimos el concepto de proporcionalidad en la elección social y probamos que existe un método tipo Borda que la consigue. Utilizando estas opciones, se realizan simulaciones para la distribución de los representantes en los órganos de gobierno de las cajas de ahorros.

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Bibliographic Info

Article provided by IEF in its journal Hacienda Pública Española/Revista de Economía Pública.

Volume (Year): 171 (2004)
Issue (Month): 4 (december)
Pages: 33-55

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Handle: RePEc:hpe:journl:y:2004:v:171:i:4:p:33-55

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Related research

Keywords: cajas de ahorros; regulación; órganos de gobierno; reparto proporcional; elección social;

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  1. Pastor, JoseManuel & Perez, Francisco & Quesada, Javier, 1997. "Efficiency analysis in banking firms: An international comparison," European Journal of Operational Research, Elsevier, vol. 98(2), pages 395-407, April.
  2. William Thomson, 2007. "Fair Allocation Rules," RCER Working Papers 539, University of Rochester - Center for Economic Research (RCER).
  3. Carbo, S & Gardener, E P M & Williams, J, 2002. "Efficiency in Banking: Empirical Evidence from the Savings Banks Sector," Manchester School, University of Manchester, vol. 70(2), pages 204-28, March.
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