Areté. Revista de Filosofía 25 (2):219-229 (2013)

Abstract
Robert Adams' definition of a possible world is paradoxical according to Selmer Bringsjord, Patrick Grim and, more recently, Cristopher Menzel. The proofs given by Bringsjord and Grim relied crucially on the Powerset Axiom; Christoper Menzel showed that, while this continued tobe the case, there was still hope for Adams' definition, but Menzel he undustedan old russellian paradox in order to prove that we could obtain the same paradoxical consequences without appealing to any other set theory than the Axiomof Separation. Nevertheless, Menzel's result only showed that there was no actualworld. In this paper we try to generalize Russell's paradox to arbitrary possible worlds without introducing an irreducible modal component in the discussion
Keywords set theory  paradoxes  mundos posibles  teoría de conjuntos  possible worlds  paradojas
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References found in this work BETA

On Set Theoretic Possible Worlds.Christopher Menzel - 1986 - Analysis 46 (2):68 - 72.
On the Iterative Explanation of the Paradoxes.Christopher Menzel - 1986 - Philosophical Studies 49 (1):37 - 61.

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