From the depths of Word and Object comes this delightfully worded statement on ontology:
“What distinguishes between the ontological philosopher’s concern and all this is only breadth of categories. Given physical objects in general, the natural scientist is the man to decide about wombats and unicorns. Given classes, or whatever other broad realm of objects the mathematician needs, it is for the mathematician to say whether in particular there are any even prime numbers of any cubic numbers that are sums of pairs of cubic numbers. On the other hand it is scrutiny of this uncritical acceptance of the realm of physical objects itself, or of classes, etc., that devolves upon ontology. Here is the task of making explicit what had been tacit, and precise what had been vague; of exposing and resolving paradoxes, smoothing kinks, lopping off vestigial growths, clearing ontological slums.”
There is something in the closing lines that appeals to me. Hopefully I’ll be able to post something more substantive on this stuff soon. (More promissory notes…)

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