Pluralities and Sets

Journal of Philosophy 107 (3):144-164 (2010)
Abstract
Say that some things form a set just in case there is a set whose members are precisely the things in question. For instance, all the inhabitants of New York form a set. So do all the stars in the universe. And so do all the natural numbers. Under what conditions do some things form a set?
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Citations of this work BETA
Gabriel Uzquiano (2011). Plural Quantification and Modality. Proceedings of the Aristotelian Society 111 (2pt2):219-250.
Keith Hossack (2014). Sets and Plural Comprehension. Journal of Philosophical Logic 43 (2-3):517-539.
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