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  1. Independence-friendly logic and axiomatic set theory.Jaakko Hintikka - 2004 - Annals of Pure and Applied Logic 126 (1-3):313-333.
    In order to be able to express all possible patterns of dependence and independence between variables, we have to replace the traditional first-order logic by independence-friendly (IF) logic. Our natural concept of truth for a quantificational sentence S says that all the Skolem functions for S exist. This conception of truth for a sufficiently rich IF first-order language can be expressed in the same language. In a first-order axiomatic set theory, one can apparently express this same concept in set-theoretical terms, (...)
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  • (1 other version)From Logic to Philosophies. [REVIEW]Neil Tennant - 1981 - British Journal for the Philosophy of Science 32 (3):287-301.
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  • Philosophy of Logics.Susan Haack - 1978 - London and New York: Cambridge University Press.
    The first systematic exposition of all the central topics in the philosophy of logic, Susan Haack's book has established an international reputation for its accessibility, clarity, conciseness, orderliness, and range as well as for its thorough scholarship and careful analyses. Haack discusses the scope and purpose of logic, validity, truth-functions, quantification and ontology, names, descriptions, truth, truth-bearers, the set-theoretical and semantic paradoxes, and modality. She also explores the motivations for a whole range of non-classical systems of logic, including many-valued logics, (...)
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  • Trans-World Identification and Stipulation.Nathan Salmon - 1996 - Philosophical Studies 84 (2-3):203 - 223.
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  • On branching quantifiers in English.Jon Barwise - 1979 - Journal of Philosophical Logic 8 (1):47 - 80.
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  • Modal Paradox: Parts and Counterparts, Points and Counterpoints.Nathan Salmon - 1986 - Midwest Studies in Philosophy 11 (1):75-120.
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  • The Fact that x_ = _y.Nathan Salmon - 1987 - Philosophia 17 (4):517-518.
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