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  1. On the calculus ratiocinator.J. W. Swanson - 1965 - Inquiry: An Interdisciplinary Journal of Philosophy 8 (1-4):315 – 331.
    The project, entertained by Leibniz and others, of creating an ideal language to facilitate ratiocination, is investigated in detail. Six possible relations between the ideal language (IL) and the natural language (NL) it replaces are studied. (1) IL says exactly what NL says, but says it much more clearly. (2) IL says exactly what NL says, but does so more economically. (3) IL says exactly what NL says, but does so more succinctly. (4) IL says part of what NL says, (...)
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  • Metaphor and Theological Realism.Gäb Sebastian - 2014 - European Journal for Philosophy of Religion 6 (1):79-92.
    In this paper, I argue that there are indispensable and irreducible metaphors in religious language and that this does not threaten a realist interpretation of religion. I first sketch a realist theory of religious language and argue that we cannot avoid addressing the problems metaphor poses to semantics. I then give a brief account of what it means for a metaphorical sentence to be true and how metaphors can refer to something even if what they mean is not expressible in (...)
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  • Techniques and Rules of Ineffability in the Dionysian Corpus.Timothy D. Knepper - 2014 - Studia Humana 3 (2):3-31.
    Is the Dionysian God, or an experience of the Dionysian God, absolutely ineffable? Does the Dionysian corpus assert or perform such ineffability? This paper will argue that the answer to each of these questions is no. The Dionysian God is known hyper-nous as the hyper-ousia cause of all. And the Dionysian corpus unambiguously refers to, asserts of, and metaphorizes about this God just so. In arguing these points, this paper will call upon both the speech act theory of John Searle (...)
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  • Ineffability: The very concept.Sebastian Gäb - 2020 - Philosophia 48 (5):1-12.
    In this paper, I analyze the concept of ineffability: what does it mean to say that something cannot be said? I begin by distinguishing ineffability from paradox: if something cannot be said truly or without contradiction, this is not an instance of ineffability. Next, I distinguish two different meanings of ‘saying something’ which result from a fundamental ambiguity in the term ‘language’, viz. language as a system of symbols and language as a medium of communication. Accordingly, ‘ineffability’ is ambiguous, too, (...)
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