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  1. From Counterfactual Conditionals to Temporal Conditionals.Yuichiro Hosokawa - 2023 - Journal of Logic, Language and Information 32 (4):677-706.
    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’ (...)
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  • Decidability and complexity for -regular properties of stochastic systems.D. Henriques, M. Biscaia, P. Baltazar & P. Mateus - 2012 - Logic Journal of the IGPL 20 (6):1175-1201.
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  • Predicate Metric Tense Logic for 'Now' and 'Then'.M. J. Cresswell - 2013 - Journal of Philosophical Logic 42 (1):1-24.
    In a number of publications A.N. Prior considered the use of what he called ‘metric tense logic’. This is a tense logic in which the past and future operators P and F have an index representing a temporal distance, so that Pnα means that α was true n -much ago, and Fn α means that α will be true n -much hence. The paper investigates the use of metric predicate tense logic in formalising phenomena ormally treated by such devices as (...)
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  • Axiomatising the Prior Future in Predicate Logic.Max Cresswell - 2013 - Logica Universalis 7 (1):87-101.
    Prior investigated a tense logic with an operator for ‘historical necessity’, where a proposition is necessary at a time iff it is true at that time in all worlds ‘accessible’ from that time. Axiomatisations of this logic all seem to require non-standard axioms or rules. The present paper presents an axiomatisation of a first-order version of Prior’s logic by using a predicate which enables any time to be picked out by an individual in the domain of interpretation.
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