Jakub Węgrecki

In this paper, I present two puzzles that pose a challenge for semantic eternalism, i.e., the thesis that propositions do not change their truth-values over time. The puzzles concern the attitude of hope. The first one is generated by the intuitive condition for hope’s satisfaction, according to which a hope that p is satisfied at t if and only if p is true at t. The second puzzle follows from the standard assumptions about probability. I argue that proponents of semantic eternalism can solve both puzzles. Firstly, I propose an alternative account of hope’s satisfaction. The second puzzle is addressed by revisiting the link between truth and probability. My conclusion is that the case for eternalism is not yet lost.

The Operator Argument against eternalism holds that having non-vacuous tense operators in the language is incompatible with the claim that every proposition has its truth-value eternally. Assuming that (1) there are non-vacuous tense operators, (2) tense operators operate on propositions and (3) tense operators which operate on eternal entities are vacuous, it may be argued that eternalism is false. In this paper, I examine the Operator Argument. The goal is threefold. First, I want to present some aspects of the debate in a more elaborate way, especially those concerning formal matters. Secondly, I will argue that eternalism can escape the Operator Argument. There are two main strategies for handling the Operator Argument. The first one is based on replacing temporal operators with object-language quantifiers. The second rejects the identification of compositional semantic value with assertoric content. My third goal is to show that none of them is as good as the strategy that adopts Timestamp Semantics (Fritz in Philosl Stud 176:2933–2959, 2019). I am going to argue that the quantificational treatment of tenses is compatible with temporalism and that the arguments for rejecting the identification of compositional semantic value with assertoric content provide, in fact, a motivation for the temporalist position. At the end, I will develop Timestamp Semantics by providing a novel formalization of it, and defend it against three potential counter-arguments.

One of the most widely discussed philosophical issues is the problem of future contingents. Basically, the challenge is to create an adequate semantic theory of future-tensed sentences. Twardowski (1900) suggests that future contingent statements should be analyzed using the concept of probability. The aim of this paper is to show that (1) such an analysis is not appropriate and (2) that Twardowski’s main theses imply the Thin Red Line Theory. I discuss three potential arguments against my proposal and sketch the connection with Schaffer’s Parallelism Thesis (2012).