Cornell University
Sage School of Philosophy
PhD, 1967
Seattle, Washington, United States of America
Areas of Specialization
Ancient Greek and Roman Philosophy
  •  520
    Socrates on the definition of Piety
    Journal of the History of Philosophy 9 (1): 1-13. 1971.
    The central argument in the Euthyphro is the one Socrates advances against the definition of piety as "what all the gods love." The argument turns on establishing that a loved thing (philoumenon) is 1) a loved thing because it is loved (phileitai), not 2) loved because it is a loved thing. I suggest that this claim can be understood and found acceptable if we take "because" to be used equivocally in it. Despite the equivocation, Socrates' argument is valid, showing that Euthyphro cannot offer th…Read more
  •  358
    Aristotle on the Principle of Non-Contradiction
    Canadian Journal of Philosophy 16 (3): 359-370. 1986.
    Critical discussion of Alan Code's paper "Aristotle's Investigation of a Basic Logical Principle: Which Science Investigates the Principle of Non-Contradiction?"
  •  220
    Alteration and Persistence: Form and Matter in the Physics and Gen. et Corr
    In Christopher Shields (ed.), The Oxford Handbook of Aristotle, Oxford University Press Usa. pp. 205. 2015.
    Aristotle takes up the topic of change (or coming-to-be and ceasing-to-be) in both the Physics and De Generatione et Corruptione. He distinguishes between simple coming-to-be (substantial change), as when something comes into existence, and qualified coming-to-be (accidental change), as when an already existing thing alters, or moves, or changes in some other way. But he also maintains a persistence principle: that in every change, whether simple or qualified, there is something that persists th…Read more
  •  307
    Aristotle's claim in Metaphysics Z.6 that "each substance is the same as its essence" has long puzzled commentators. For it seems to conflict with two other Aristotelian theses: (1) primary substances are individuals (e.g., Socrates and Callias), and (2) essences are universals (e.g., Man and Horse). Three traditional solutions to this difficulty are considered and rejected. Instead, to make the Z.6 equation consistent with (1) and (2), I propose that it be interpreted to be making something oth…Read more