In disputes about the ontology of music, musical idealism—that is, the view that musical compositions are ideas—has proven to be rather unpopular. We argue that, once we have a better grip on the ontology of ideas, we can formulate a version of musical idealism that is not only defensible, but plausible and attractive. We conclude that compositions are a particular kind of idea: they are completed ideas for musical manifestation.

In this critical study of Julian Dodd’s Being True to Works of Music, I argue that the three-tier normative profile of the work-performance tradition in classical music that Dodd defends should be rejected in favour of a two-tier version. I also argue that the theory of work-performance defended in the book fits much more naturally with a contextualist ontology of musical works than with the Platonist ontology Dodd defends in Works of Music, despite his arguments to the contrary in the (...) afterword of the new book. Finally, I argue that the reasons he gives for preferring a ‘tradition-based’ over a ‘historicized’ theory of the understanding of classical scores are not convincing. (shrink)

There are a number of recent discussions on the question of when an artwork is complete. While it has been observed that a work might be complete in one way and not in another, the impact of this observation has been minimal. Discussion has been continued as if there is only one real sense of completion that matters. I argue that this is a mistake. Even if there were only one (or one most important) kind of completion, extant theories of (...) completion would be bad candidates for that one kind. The best explanation of the failure of extant theories is that there are many kinds of completion, many corresponding senses of “completion,” and no kind of artwork completion is objectively more important than any other. We have a good reason to think that this is the case given the disparate interests we have when we ask completion questions. Once we have realized that those concerns track properties that are often unrelated, the question for theorists to answer becomes, “In how many ways can an artwork be complete?”. (shrink)