Resumen

LEAL, JAHN FRANKLIN  y  PEREZ, RAMÓN PINO. A weak version of Barberà-Kelly's Theorem. Rev.colomb.mat. [online]. 2017, vol.51, n.2, pp.173-194. ISSN 0034-7426.

Lifting preferences over candidates to preferences over sets of candidates allows us to give a very natural notion of manipulability for social choice functions. In particular, we give simple conditions over the liftings entailing the manipulability of reasonable social choice functions. Our result is a weak version of Barbera and Kelly's Theorem, indeed it can be obtained from this last Theorem. However, we give a direct and very natural proof of our manipulability Theorem which is informative about the nature of the liftings allowing manipulability.

Palabras clave : Preferences; Manipulation; Social Choice; Merging.

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