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  1. (1 other version)The Runabout Inference-Ticket.A. N. Prior - 1960 - Analysis 21 (2):38-39.
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  • Tonk, Plonk and Plink.Nuel Belnap - 1962 - Analysis 22 (6):130-134.
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  • (1 other version)Meaning and proofs: On the conflict between classical and intuitionistic logic.Dag Prawitz - 1977 - Theoria 43 (1):2--40.
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  • (1 other version)The runabout inference ticket.Arthur Prior - 1967 - In P. F. Strawson (ed.), Philosophical logic. London,: Oxford University Press. pp. 38-9.
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  • On the idea of a general proof theory.Dag Prawitz - 1974 - Synthese 27 (1-2):63 - 77.
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  • Note on a property of matrices for Lewis and Langford's calculi of propositions.James Dugundji - 1940 - Journal of Symbolic Logic 5 (4):150-151.
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  • How Are Objective Epistemic Reasons Possible?Paul Boghossian - 2001 - Philosophical Studies 106 (1-2):1-40.
    Epistemic relativism has the contemporary academy in its grip. Not merely in the United States, but seemingly everywhere, most scholars working in the humanities and the social sciences seem to subscribe to some form of it. Even where the label is repudiated, the view is embraced. Sometimes the relativism in question concerns truth, sometimes justification. The core impulse appears to be a relativism about knowledge. The suspicion is widespread that what counts as knowledge in one cultural, or broadly ideological, setting (...)
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  • (1 other version)Conjunction and Contonktion Revisited.A. Prior - 1964 - Analysis 24 (6):191 - 195.
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  • On Basic Logical Knowledge: Reflections on Paul Boghossian’s “How Are Objective Epistemic Reasons Possible?‘.Crispin Wright - 2001 - Philosophical Studies 106 (1-2):41 - 85.
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  • Normalization theorems for full first order classical natural deduction.Gunnar Stålmarck - 1991 - Journal of Symbolic Logic 56 (1):129-149.
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  • In defence of evolutionary epistemology.Neil Tennant - 1983 - Theoria 49 (1):32-48.
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  • Truth table logic, with a survey of embeddability results.Neil Tennant - 1989 - Notre Dame Journal of Formal Logic 30 (3):459-484.
    Kalrnaric. We set out a system T, consisting of normal proofs constructed by means of elegantly symmetrical introduction and elimination rules. In the system T there are two requirements, called ( ) and ()), on applications of discharge rules. T is sound and complete for Kalmaric arguments. ( ) requires nonvacuous discharge of assumptions; ()) requires that the assumption discharged be the sole one available of highest degree. We then consider a 'Duhemian' extension T*, obtained simply by dropping the requirement (...)
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  • Boghossian, P., 1 Fine, A., 107 Grimm, SR, 171 Guleserian, T., 293.F. Kroon, E. McCann, B. C. Van Fraassen & C. J. G. Wright - 2001 - Philosophical Studies 106 (306).
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