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Gerald J. Massey

University of Pittsburgh
  •  Home
  •  Publications
    53
    • Most Recent
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  •  News and Updates
    29

 More details
  • University of Pittsburgh
    Department of Philosophy
    Unknown
Princeton University
Department of Philosophy
PhD, 1964
Pittsburgh, Pennsylvania, United States of America
Areas of Specialization
Philosophy of Language
Logic and Philosophy of Logic
Medieval and Renaissance Philosophy
General Philosophy of Science
17th/18th Century Philosophy
Areas of Interest
Philosophy of Language
Philosophy of Mind
Logic and Philosophy of Logic
Philosophy of Biology
Philosophy of Cognitive Science
Medieval and Renaissance Philosophy
General Philosophy of Science
2 more
  • All publications (53)
  •  45
    Reflections on the Unity of Science
    Annals of the Japan Association for Philosophy of Science 4 (3): 203-212. 1973.
  •  89
    Descartes’s Tests for (Animal) Mind
    with Deborah A. Boyle
    Philosophical Topics 27 (1): 87-146. 1999.
    René Descartes
  •  57
    The modal structure of the Prior-Rescher family of infinite product systems
    Notre Dame Journal of Formal Logic 13 (2): 219-223. 1972.
    Logic and Philosophy of LogicLogics
  •  59
    An extension of Venn diagrams
    Notre Dame Journal of Formal Logic 7 (3): 239-250. 1966.
    Logic and Philosophy of Logic17th/18th Century Logic19th Century Logic
  •  34
    Understanding symbolic logic
    Harper & Row. 1970.
    Propositional LogicPredicate LogicLogic and Philosophy of Logic, General Works
  •  167
    Toward a clarification of grünbaum's conception of an intrinsic metric
    Philosophy of Science 36 (4): 331-345. 1969.
    Much of Grünbaum's work may be regarded as a careful development and systematic elaboration of the Riemann-Poincaré thesis of the conventionality of congruence, the thesis that the continuous manifolds of space, time, and space-time are intrinsically metrically amorphous, i.e. are devoid of intrinsic metrics. Therefore, to appreciate Grünbaum's philosophical contributions, one must have a clear understanding of what he means by an intrinsic metric. The second and fourth sections of this paper ar…Read more
    Much of Grünbaum's work may be regarded as a careful development and systematic elaboration of the Riemann-Poincaré thesis of the conventionality of congruence, the thesis that the continuous manifolds of space, time, and space-time are intrinsically metrically amorphous, i.e. are devoid of intrinsic metrics. Therefore, to appreciate Grünbaum's philosophical contributions, one must have a clear understanding of what he means by an intrinsic metric. The second and fourth sections of this paper are exegetical; in them we try to piece together, from his sundry remarks about intrinsic metrics, what Grünbaum means by the term 'intrinsic metric.' We shall argue that, the customary carefulness and precision of Grünbaum's writings notwithstanding, there are residual unclarities and difficulties which beset his conception of an intrinsic metric. In the fifth section we shall propose an explication of Grünbaum's notion of an intrinsic metric which seems on the whole faithful to Grünbaum's intuitions and insights and which also seems capable of performing the philosophical services which his work demands of that notion. The third section is a digression on Zeno's metrical paradox of extension
    Science, Logic, and Mathematics
  •  91
    Introduction
    Philosophical Topics 27 (2): 5-6. 1999.
    Sociobiology
  •  101
    Backdoor analycity
    In Tamara Horowitz & Gerald J. Massey (eds.), Thought Experiments in Science and Philosophy, Rowman & Littlefield Publishers. 1991.
    When they abandoned the analytic-synthetic distinction, analytic philosophers substituted for it uncritical appeals to thought experiments or conceivability arguments. Although the history of philosophy is replete with thought experiments, medieval and early modern philosophers developed sophisticated theories concerning what governs what happens in thought experiments. By contrast, contemporary philosophers subscribe to the thesis of facile conception according to which casual allegations of co…Read more
    When they abandoned the analytic-synthetic distinction, analytic philosophers substituted for it uncritical appeals to thought experiments or conceivability arguments. Although the history of philosophy is replete with thought experiments, medieval and early modern philosophers developed sophisticated theories concerning what governs what happens in thought experiments. By contrast, contemporary philosophers subscribe to the thesis of facile conception according to which casual allegations of conceivability or inconceivability are taken as good evidence of possibility or impossibility. Philosophers need to adopt standards of thought experimentation like those found in science and to ground them in a general theory of conceivability.
    Thought Experiments
  •  92
    Negation, material equivalence, and conditioned nonconjunction: completeness and duality
    Notre Dame Journal of Formal Logic 18 (1): 140-144. 1977.
    Connectives, MiscMathematical Logic
  •  112
    Tools of Thought (review)
    Teaching Philosophy 6 (2): 173-174. 1983.
    Philosophy of Education
  •  63
    Sheffer functions for many‐valued S5 modal logics
    Mathematical Logic Quarterly 15 (7‐12): 101-104. 1969.
    Nonclassical Logics
  •  106
    Four simple systems of modal propositional logic
    Philosophy of Science 32 (3/4): 342-355. 1965.
    Four progressively ambitious systems of modal propositional logic are set forth, together with decision procedures. The simultaneous employment of parenthesis notation and parenthesis-free notation, the dual use of symbols as primitive and defined, and the introduction of a new modal operator (the truth operator) are the principal devices used to effect the development of these logics. The first two logics turn out to be "the same" as two of von Wright's systems
    Modal and Intensional LogicAreas of Mathematics
  •  589
    Thought Experiments in Science and Philosophy (edited book)
    with Tamara Horowitz
    Rowman & Littlefield Publishers. 1991.
    Despite their centrality and importance to both science and philosophy, relatively little has been written about thought experiments. This volume brings together a series of extremely interesting studies of the history, mechanics, and applications of this important intellectual resource. A distinguished list of philosophers and scientists consider the role of thought experiments in their various disciplines, and argue that an examination of thought experimentation goes to the heart of both scien…Read more
    Despite their centrality and importance to both science and philosophy, relatively little has been written about thought experiments. This volume brings together a series of extremely interesting studies of the history, mechanics, and applications of this important intellectual resource. A distinguished list of philosophers and scientists consider the role of thought experiments in their various disciplines, and argue that an examination of thought experimentation goes to the heart of both science and philosophy
    Thought ExperimentsRené Descartes
  •  75
    Binary closure-algebraic operations that are functionally complete
    Notre Dame Journal of Formal Logic 11 (3): 340-342. 1970.
    Logical Connectives, MiscMathematical Logic
  •  41
    Current periodical articles
    with Dick Tom
    American Philosophical Quarterly 13 (1). 1976.
  •  114
    Tom, Dick, and Harry, and All the King's Men
    American Philosophical Quarterly 13 (2). 1976.
  •  53
    Oliver Leslie Reiser 1895-1974
    Proceedings and Addresses of the American Philosophical Association 48. 1974.
    Probabilistic PuzzlesDoomsday Argument
  •  162
    Binary connectives functionally complete by themselves in s5 modal logic
    Journal of Symbolic Logic 32 (1): 91-92. 1967.
    Modal LogicLogical Connectives, MiscMathematical Logic
  •  71
    Note on Copi's system
    Notre Dame Journal of Formal Logic 4 (2): 140-141. 1963.
    Logic and Philosophy of LogicLogic and Philosophy of Logic, Miscellaneous
  •  74
    A New Reconstruction of Zeno's Flying Arrow
    with Miloš Arsenijević and Sandra Šćepanović
    Apeiron 41 (1): 1-44. 2008.
    Aristotle: Natural Science
  •  120
    The Pedagogy of Logic
    Teaching Philosophy 4 (3-4): 303-336. 1981.
    Philosophy of Education
  •  47
    Sheffer functions for many-valued S5 modal logics
    Zeitschrift fur mathematische Logik und Grundlagen der Mathematik 15 (7-12): 101-104. 1969.
  •  79
    Hempel's criterion of maximal specificity
    Philosophical Studies 19 (3). 1968.
    Confirmation
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