The popular interpretation of token‐reflexivism states that at the level of logical form, indexicals and demonstratives are disguised descriptions that employ complex demonstratives or special quotation‐mark names involving particular tokens of the appropriate expression‐types. In this article I first demonstrate that this interpretation of token‐reflexivism is only one of many, and that it is better to think of token‐reflexivism as denoting a family of distinct theoretical frameworks. Second, I contrast two interpretations of the idea of the token‐reflexive paraphrase of an (...) indexical sentence. The utterance approach claims that token‐reflexive paraphrases involve tokens of entire utterances. The sub‐utterance approach maintains that token‐reflexive paraphrases involve tokens of the particular indexical words used in the utterance. Next, I pose a problem that shows that neither of the two approaches is correct. The problem shows that the only viable version of the token‐reflexive proposition must somehow take into account the referential intentions of the speaker of the context. Therefore I conclude the article by sketching the framework of restricted intentional token‐reflexivism. I argue that it is an attractive semantic theory of distributed utterances that, among other things, enables automatic and intentional indexicals to be distinguished. (shrink)

Although it receives less attention, (Lewis in Noûs 13:455–476, 1979. https://doi.org/10.2307/2215339) admitted that the branching-time(-like) model fits a wide range of counterfactuals, including (Nix) ‘If Nixon had pressed the button, there would have been a nuclear war’, which was raised by (Fine in Mind 84:451–458, 1975). However, Lewis then claimed that similarity analysis is more general than temporality analysis. In this paper, we do not scrutinise his claim. Instead, we re-analyse (Nix) not only model-theoretically but also proof-theoretically from the ‘meaning-as-use’ (...) and ‘inferentialist’ points of view. Then, we re-formalise (Nix) in a natural extension of hybrid tense logic, which we refer to as hybrid tense logic for temporal conditionals (HTL$$_{TC}$$ TC ). Consequently, we find that not only among counterfactuals, but also among indicatives, there is a wide range of conditionals whose formalisation in HTL$$_{TC}$$ TC is appropriate. We refer to these conditionals as temporal conditionals. This suggests a new logical generality that temporality analysis has but similarity analysis does not, from which emerges a new logical perspective on conditionals in general: temporal ones and others. (shrink)