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  1. What fa says about a.Lloyd Humberstone - 2000 - Dialectica 54 (1):3–28.
    A sentence mentioning an object can be regarded as saying any one of several things about that object, without thereby being ambiguous. Some of the (logical) repercussions of this commonplace observation are recorded, and some critical discussion is provided of views which would appear to go against it.
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  • Qualitative properties and relations.Jan Plate - 2022 - Philosophical Studies 179 (4):1297-1322.
    This paper is concerned with two concepts of qualitativeness that apply to intensional entities. I propose an account of pure qualitativeness that largely follows the traditional understanding established by Carnap, and try to shed light on its ontological presuppositions. On this account, an intensional entity is purely qualitative iff it does not ‘involve’ any particular. An alternative notion of qualitativeness—which I propose to refer to as a concept of strict qualitativeness—has recently been introduced by Chad Carmichael. However, Carmichael’s definition presupposes (...)
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  • What Fa says about a.Lloyd Humberstone - 2000 - Dialectica 54 (1):3-28.
    A sentence mentioning an object can be regarded as saying any one of several things about that object, without there by being ambiguous. Some of the repercussions of this commonplace observation are recorded, and some critical discussion is provided of views which would appear to go against it.
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  • A logical-pragmatic theory of objects.Augustin RIŠKA - 2006 - Organon F: Medzinárodný Časopis Pre Analytickú Filozofiu 13 (3):306-320.
    There are two fundamental questions concerning the choice and presence of objects in various formal systems: Where do these objects come from? What do we know about them? To answer these questions I introduce the notion of a proto-ontology as the pre-theoretic realm of entities from which the basic objects – individuals – of the formal system S are postulated. The pragmatic aspects of such choices are investigated with regard to first-order logic, both pure and applied, set theory and mereology. (...)
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