Demonstratives and indexicals seem intuitively to form a semantic family. Together they form the basic set of directly referring ‘context sensitive’ terms whose reference changes as the environment or identity of the speaker changes. Something that we might expect of a semantics for indexicals is therefore that it would be closely related to a semantics of demonstratives, although recent approaches have generally treated them separately. A promising new theory of indexicals is the ‘token-contextual’ account, which accounts for a wide range (...) of uses of indexicals without encountering the problems faced by competing models. So far this theory has not been considered for demonstratives, however, but only for the indexicals ‘I’, ‘here’ and ‘now’. In this paper I show that the token-contextual account can be elegantly extended to cover demonstratives. Doing so restores unity to our understanding of a natural semantic family, and allows us to identify a single rule governing the most basic context-sensitive terms. (shrink)

Answering machine messages allegedly refute Kaplan's ‘classical account’ of the semantics of ‘I’, ‘here’ and ‘now’. The classical account doesn’t allow that a token of ‘I am not here now’ can be true; but these words in an answering machine message can communicate something true. In this paper I argue that the true content communicated by an answering machine message is extra-semantic content conveyed via the mechanism of ‘externally-oriented make-believe’. An answering machine message is associated with a game of make-believe (...) whose rules prescribe making believe that the agent who recorded the message is speaking there and then; and it thereby conveys that the circumstance that would make the message fictionally true obtains. (shrink)