Abstract

The aim of this paper is an analysis of events in the framework of intensional logic. Events are constmed as special propositions, generalizing the ideas of Montague and D. Lewis, or equivalently as sets of world segments in which they occur. The main problem of such a propositional analysis is to account for coarse grained events as referred to by nominalizations like „the murder of Caesar". The idea is: This event is the set of all those world segments in which Caesar is murdered in the same way and under the same circumstances as in the real world. Sameness has to be restricted to a set of prcperties if occurences of this event in other worlds are to be possible. Since in natural language the reference of event nominalizations depends on the context, the proposal is to relativize coarse grained events on sets of contextually relevant properties.