Abstract objects are standardly taken to be causally inert, however principled arguments for this claim are rarely given. As a result, a number of recent authors have claimed that abstract objects are causally efficacious. These authors take abstracta to be temporally located in order to enter into causal relations but lack a spatial location. In this paper, I argue that such a position is untenable by showing first that causation requires its relata to have a temporal location, but second, that (...) if an entity is temporally located then it is spatiotemporally located since this follows from the theory of Relativity. Since abstract objects lack a spatiotemporal location, then if something is causally efficacious, it is not abstract. (shrink)

objects are standardly taken to be causally inert, but this claim is rarely explicitly argued for. In the context of his platonism about musical works, in order for musical works to be audible, Julian Dodd argues that abstracta are causally efficacious in virtue of their concrete tokens participating in events. I attempt to provide a principled argument for the causal inertness of abstracta by first rejecting Dodd’s arguments from events, and then extending and generalizing the causal exclusion argument to the (...) abstract/concrete distinction. For reasons of parsimony, if concrete tokens or instantiations of abstract objects account for all causal work, then there is no reason to attribute causal efficacy to abstracta, and thus reason to maintain their causal inertness. I then consider how one of the main arguments against causal exclusion, namely Stephen Yablo’s notion of “proportionality”, could be modified to support the causal efficacy of abstracta. I argue that from a few simple premises Yablo’s account in fact supports their causal inertness. Having a principled reason for the causal inertness of abstracta appears to entail that the musical platonist must admit that we never literally hear the musical work, but only its performances. I sketch a solution to this problem available to Dodd, so that the musical platonist can maintain that musical works are abstract objects and are causally inert while retaining their audibility. (shrink)

Repeatable artworks like musical works have presented theorists in the ontology of art with a puzzle. They seem in some respects like eternal, immutable objects and in others like created, historical objects. Creationists have embraced the latter appearances and attempted to compel Platonists to follow them. I examine in detail each argument in a cumulative case for Creationism, showing how the Platonist can respond. The conclusion is that the debate between Platonists and Creationists is a stalemate. In order for progress (...) to be made in the first-order debate, second-order progress on the metaontology of art needs to come first. (shrink)

Recently, a number of philosophers have defended a novel, materialist view on the nature of musical works—musical perdurantism. According to this view, musical works are a peculiar kind of concreta, namely perduring mereological sums of performances and/or other concrete entities. One problem facing musical perdurantism stems from the thought that if this view is correct, then virtually no musical work can exist in a continuous, non-intermittent fashion. The aim of this paper is to expound this problem and show that it (...) cannot be plausibly solved by a musical perdurantist. (shrink)

Repeatable artworks like musical works have presented theorists in the ontology of art with a puzzle. They seem in some respects like eternal, immutable objects and in others like created, historical objects. Creationists have embraced the latter appearances and attempted to compel Platonists to follow them. I examine in detail each argument in a cumulative case for Creationism, showing how the Platonist can respond. The conclusion is that the debate between Platonists and Creationists is a stalemate. In order for progress (...) to be made in the first-order debate, second-order progress on the metaontology of art needs to come first. (shrink)