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Naive Set Theory

Philosophy of Science 28 (4):445-445 (1961)

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  1. Dividing Plato’s Kinds.Fernando Muniz & George Rudebusch - 2018 - Phronesis 63 (4):392-407.
    A dilemma has stymied interpretations of the Stranger’s method of dividing kinds into subkinds in Plato’sSophistandStatesman. The dilemma assumes that the kinds are either extensions or intensions. Now kinds divide like extensions, not intensions. But extensions cannot explain the distinct identities of kinds that possess the very same members. We propose understanding a kind as like an animal body—the Stranger’s simile for division—possessing both an extension and an intension. We find textual support in the Stranger’s paradigmatic four steps for collecting (...)
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  • How Arithmetic is about Numbers. A Wittgenestinian Perspective.Felix Mühlhölzer - 2014 - Grazer Philosophische Studien 89 (1):39-59.
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  • Sets and supersets.Toby Meadows - 2016 - Synthese 193 (6):1875-1907.
    It is a commonplace of set theory to say that there is no set of all well-orderings nor a set of all sets. We are implored to accept this due to the threat of paradox and the ensuing descent into unintelligibility. In the absence of promising alternatives, we tend to take up a conservative stance and tow the line: there is no universe. In this paper, I am going to challenge this claim by taking seriously the idea that we can (...)
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  • The uses and abuses of the history of topos theory.Colin Mclarty - 1990 - British Journal for the Philosophy of Science 41 (3):351-375.
    The view that toposes originated as generalized set theory is a figment of set theoretically educated common sense. This false history obstructs understanding of category theory and especially of categorical foundations for mathematics. Problems in geometry, topology, and related algebra led to categories and toposes. Elementary toposes arose when Lawvere's interest in the foundations of physics and Tierney's in the foundations of topology led both to study Grothendieck's foundations for algebraic geometry. I end with remarks on a categorical view of (...)
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  • Book reviews. [REVIEW]A. P. Hazen - 1993 - Philosophia Mathematica 1 (2):173-179.
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  • Towards a Dynamic Definition of Health and Disease.Johannes Bircher - 2005 - Medicine, Health Care and Philosophy 8 (3):335-341.
    A multifactorial and growing crisis of health care systems in the developed world has affected medicine. In order to provide rational responses, some central concepts of the past, such as the definitions of health and disease, need to be updated. For this purpose physicians should initiate a new debate. As a point of departure the following definitions are proposed: Health is a dynamic state of wellbeing characterized by a physical, mental and social potential, which satisfies the demands of a life (...)
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  • Action-projection in Japanese conversation: topic particles wa, mo, and tte for triggering categorization activities.Hiroko Tanaka - 2015 - Frontiers in Psychology 6.
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