Abstract

A course-grained theory of event individuation is defended by arguing that events are spatiotemporal particulars with an ontological affinity to coarse-grained physical objects and by demonstrating that the metalinguistic correlate to one set of adequate identity conditions for events is most plausibly iterpreted as coarsely individuating events. Such coarse-grained events, it is argued, do admit of divisibility proliferation, much like the proliferation of physical objects entailed by Goodman's calculus of individuals. This coase-grained, divisibility proliferation account of events is then used to resolve Davidson's paradox concerning the poisoned space traveller who is killed long befor he dies.