Works by John H. Harris ( view other items matching `John H. Harris`, view all matches )
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John H. Harris [7]John Henry Harris [1]

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  1. John H. Harris (1982). The Apparent Inconsistency of Moulines' Treatment of Equilibrium Thermodynamics. PSA: Proceedings of the Biennial Meeting of the Philosophy of Science Association 1982:304 - 311.
    Moulines in his "A Logical Reconstruction of Simple Equilibrium Thermodynamics" shows that Sneedian constraints play an essential role even in the purely theoretical development of the mathematical formalism of at least one actual scientific theory. However, Moulines' treatment is apparently inconsistent because of the way he represents constraints. A very simple non-Sneedian way of representing constraints is given which removes the difficulty.
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  2. John Henry Harris (1978). Strong Scientific Theories. Philosophy of Science 45 (2):182-205.
    Question: What is a (or the) scientific theory V based on a set B of syntactical L-formulas, interpreted according to the intended interpretations of the language L? What probably corresponds to the traditional candidate for V is found to be inadequate for use in deductively explaining experimental facts of a certain form. A second candidate for V, called a strong scientific theory (SST), does not suffer such an inadequacy because it is existentially strong, i.e., it has considerable existential import. It (...)
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  3. John H. Harris (1975). On Comparing Theories. Synthese 32 (1-2):29 - 76.
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  4. John H. Harris (1974). Popper's Definitions of 'Verisimilitude'. British Journal for the Philosophy of Science 25 (2):160-166.
  5. John H. Harris (1973). The Axiom Of Regularity. Logique Et Analyse 16 (September-December):321-337.
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  6. John H. Harris (1972). Indexings of Sets. Notre Dame Journal of Formal Logic 13 (4):481-484.
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  7. John H. Harris (1971). Ordinal Theory in a Conservative Extension of Predicate Calculus. Notre Dame Journal of Formal Logic 12 (4):423-428.
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  8. John H. Harris (1970). On a Problem of Th. Skolem. Notre Dame Journal of Formal Logic 11 (3):372-374.
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