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Feb 26, 2022 at 6:04 comment added Jo Wehler +1 Your example is convincing: Denote by W the set of possible worlds and by E the set of possible entities, i.e. those entities existing in at least one possible word. You consider the function S: W x E ---> {TRUE, FALSE}, S(w,e):= TRUE iff e exist in w. An entity e in E is necessary iff S(w,e)=TRUE for all w in W. An entity e in E is contingent iff S(w,e)=FALSE for at least one w in W. You provide a model (W,E) with all entities e in E contingent.
Feb 26, 2022 at 0:11 history answered causative CC BY-SA 4.0