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  1. Michael Jubien (2009). Dualizing Materialism. In Robert C. Koons & George Bealer (eds.), The Waning of Materialism: New Essays. Oxford University Press.
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  2. Michael Jubien (2009). Possibility. Oxford University Press.
    Possibility offers a new analysis of the metaphysical concepts of possibility and necessity, one that does not rely on any sort of "possible worlds." The analysis proceeds from an account of the notion of a physical object and from the positing of properties and relations. It is motivated by considerations about how we actually speak of and think of objects. Michael Jubien discusses several closely related topics, including different purported varieties of possible worlds, the doctrine of "essentialism," natural kind terms (...)
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  3. Michael Jubien (2007). 4. Analyzing Modality. Oxford Studies in Metaphysics 3:99.
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  4. Michael Jubien (2007). 1. World Weary. Oxford Studies in Metaphysics 3:99.
     
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  5. Michael Jubien (2004). On Quine's Rejection of Intensional Entities. Midwest Studies in Philosophy 28 (1):209–225.
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  6. Michael Jubien (2003). Metaphysics. In John Shand (ed.), Fundamentals of Philosophy. Routledge. 36.
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  7. Michael Jubien (2001). Propositions and the Objects of Thought. Philosophical Studies 104 (1):47 - 62.
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  8. Michael Jubien (2001). Thinking About Things: The Ninth Philosophical Perspectives Lecture. Noûs 35 (s15):1 - 15.
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  9. John Carriero, Michael Ferejohn, Michael Jubien, Philip Kain, Kwong-Loi Shun, David W. Smith, Michael Tye, Julie Van Camp & Georgia Warnke (2000). Richard Arneson University of California, San Diego Alison Leigh Brown Northern Arizona University. Philosophical Studies 99 (1).
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  10. Michael Jubien (1997). Contemporary Metaphysics: An Introduction. Blackwell Publishers.
    Exercises designed to stimulate further talking and to indicate further dimensions of the topics are posed throughout the book to encourage a more advanced ...
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  11. Michael Jubien (1996). Actualism and Iterated Modalities. Philosophical Studies 84 (2-3):109 - 125.
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  12. Michael Jubien (1996). The Myth of Identity Conditions. Philosophical Perspectives 10:343 - 356.
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  13. Michael Jubien (1993). Ontology, Modality, and the Fallacy of Reference. Cambridge University Press.
    This is a book about the concept of a physical thing and about how the names of things relate to the things they name. It questions the prevalent view that names 'refer to' or 'denote' the things they name. Instead it presents a new theory of proper names, according to which names express certain special properties that the things they name exhibit. This theory leads to some important conclusions about whether things have any of their properties as a matter of (...)
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  14. Michael Jubien (1993). Proper Names. Philosophical Perspectives 7:487-504.
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  15. Michael Jubien (1991). Could This Be Magic. Philosophical Review 100 (2):249-267.
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  16. Could This Be Magic & Michael Jubien (1991). Clever Bookies and Coherent Beliefs, David Christensen. Philosophy 66 (256).
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  17. Michael Jubien (1989). Straight Talk About Sets. Philosophical Topics 17 (2):91-107.
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  18. Michael Jubien (1988). Problems with Possible Worlds. In D. F. Austin (ed.), Philosophical Analysis. Kluwer Academic Publishers. 299--322.
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  19. Michael Jubien (1988). Review: W. V. Quine, Philosophy of Logic. [REVIEW] Journal of Symbolic Logic 53 (1):303-305.
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  20. Michael Jubien (1985). Review: Crispin Wright, Frege's Conception of Numbers as Objects. [REVIEW] Journal of Symbolic Logic 50 (1):252-254.
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  21. Michael Jubien (1982). Review: Mark Steiner, Mathematical Knowledge. [REVIEW] Journal of Symbolic Logic 47 (1):225-226.
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  22. Michael Jubien (1981). Formal Semantics and the Existence of Sets. Noûs 15 (2):165-176.
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  23. Michael Jubien (1981). Intensional Foundations of Mathematics. Noûs 15 (4):513-527.
    A presupposition of this paper is that "mathematical" entities exhibit referential problems not affecting other sorts of entities. This view places constraints both on semantics for mathematical theories and on formal semantics generally. A main goal of the paper is to illustrate how "sets" can be avoided in semantics by utilizing "properties". This method is then exploited in the case of mathematics to obtain interpretations involving no "mathematical entities" but nevertheless producing "platonistic" truth-Value distributions.
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  24. Michael Jubien (1977). Ontology and Mathematical Truth. Noûs 11 (2):133-150.
    The main goal of this paper is to urge that the normal platonistic account of mathematical truth is unsatisfactory even if pure abstract entities are assumed to exist (in a non-Question-Begging way). It is argued that the task of delineating an interpretation of a formal mathematical theory among pure abstract entities is not one that can be accomplished. An important effect of this conclusion on the question of the ontological commitments of informal mathematical theories is discussed. The paper concludes with (...)
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  25. Michael Jubien (1975). Ontological Commitment to Kinds. Synthese 31 (1):85 - 106.
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  26. Michael Jubien (1974). Ontological Commitment to Particulars. Synthese 28 (3-4):513 - 531.
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  27. Michael Jubien (1972). The Intensionality of Ontological Commitment. Noûs 6 (4):378-387.
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  28. Michael Jubien (1970). Essential Properties and Reduction. Journal of Philosophy 67 (24):1024-1026.
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  29. Michael Jubien (1969). Two Kinds of Reduction. Journal of Philosophy 66 (17):533-541.
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