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Forthcoming articles
  1.  32
    Nicholas Asher & James Pustejovsky (forthcoming). The Metaphysics of Words in Context. Journal of Logic, Language and Information.
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  2.  6
    Patrick Blackburn & Maarten De Rijke (forthcoming). Rijke. Zooming in, Zooming Out. Journal of Logic, Language and Information.
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  3.  1
    Nissim Francez (forthcoming). A Proof-Theoretic Semantics for Adjectival Modification. Journal of Logic, Language and Information:1-23.
    The paper introduces a proof-theoretic semantics for adjectival modification as an alternative to the traditional model-theoretic semantics basing meaning on truth-conditions. The paper considers the proof-theoretic meaning of modification by means of the three traditional adjective classes: intersective, subsective and privative. It does so by introducing a meaning-conferring natural-deduction proof system for such modification. The PTS theory of meaning is not polluted by ontological commitments, for example, a scale for beauty and a yardstick for being beautiful. It only uses syntactic (...)
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  4. L. Moss (forthcoming). Review of" Exploring Logical Dynamics", to Appear In. [REVIEW] Journal of Logic, Language and Information.
     
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  5. R. van Rooy (forthcoming). Quality and Quantity of Information Exchange', to Appear in J. Van Benthem & R. Van Rooy, Eds., Special Issue on Information Theories of The. [REVIEW] Journal of Logic, Language and Information.
     
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  6. H. Wansing (forthcoming). A Review of John Horty's 'Agency and Deontic Logic'. [REVIEW] Journal of Logic, Language and Information.
     
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  7.  3
    R. Zuber (forthcoming). Set Partitions and the Meaning of the Same. Journal of Logic, Language and Information:1-20.
    It is shown that the notion of the partition of a set can be used to describe in a uniform way the meaning of the expression the same, in its basic uses in transitive and ditransitive sentences. Some formal properties of the function denoted by the same, which follow from such a description are indicated. These properties indicate similarities and differences between functions denoted by the same and generalised quantifiers.
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