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Is there a relation of intensional conjunction?

Mind 76 (303):357-368 (1967)

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  1. Truth‐value relations and logical relations.Lloyd Humberstone - 2023 - Theoria 89 (1):124-147.
    After some generalities about connections between functions and relations in Sections 1 and 2 recalls the possibility of taking the semantic values of ‐ary Boolean connectives as ‐ary relations among truth‐values rather than as ‐ary truth functions. Section 3, the bulk of the paper, looks at correlates of these truth‐value relations as applied to formulas, and explores in a preliminary way how their properties are related to the properties of “logical relations” among formulas such as equivalence, implication (entailment) and contrariety (...)
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  • Speaking Your Mind: Large Inarticulateness Constitutional and Circumstantial. [REVIEW]John Woods - 2002 - Argumentation 16 (1):59-79.
    When someone is asked to speak his mind, it is sometimes possible for him to furnish what his utterance appears to have omitted. In such cases we might say that he had a mind to speak. Sometimes, however, the opposite is true. Asked to speak his mind, our speaker finds that he has no mind to speak. When it is possible to speak one's mind and when not is largely determined by the kinds of beings we are and by the (...)
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  • Intensional relations.John Woods - 1969 - Studia Logica 25 (1):61 - 77.
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  • Composition and division.John Woods & Douglas Walton - 1977 - Studia Logica 36 (4):381 - 406.
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  • Dunn’s relevant predication, real properties and identity.Philip Kremer - 1997 - Erkenntnis 47 (1):37-65.
    We critically investigate and refine Dunn's relevant predication, his formalisation of the notion of a real property. We argue that Dunn's original dialectical moves presuppose some interpretation of relevant identity, though none is given. We then re-motivate the proposal in a broader context, considering the prospects for a classical formalisation of real properties, particularly of Geach's implicit distinction between real and ''Cambridge'' properties. After arguing against these prospects, we turn to relevance logic, re-motivating relevant predication with Geach's distinction in mind. (...)
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