Abstract
ABSTRACT Metaphysicians of composite objects commonly distinguish two types of composite objects: wholes and sums. The former can survive some changes of parts, while the latter cannot. This paper investigates how the distinction between wholes and sums can be respected, while denying that a sum is an individual composite object. In particular, the view presented here identifies wholes with the fusions of (extensional) mereology – hence going against a common tendency to identify sums with mereological fusions – and identifies sums with the pluralities of plural logic. It is argued that this view better captures the ideas behind the whole/sum-distinction while also avoiding various challenges the other accounts face.
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