This paper argues that the notion of a single object or 'being one' does not require worldly or perceived conditions of integrity and even less so concept-relative atomicity. It generally is based on conditions of integrity of some sort, but not strictly so. It rather is imposed by the use of count categories in natural language and thus makes a case for linguistic idealism.

This paper investigates the metaphysics in higher-order counterfactual logic. I establish the necessity of identity and distinctness and show that the logic is committed to vacuism, which entails that all counteridenticals are true. I prove the Barcan, Converse Barcan, Being Constraint and Necessitism. I then show how to derive the Identity of Indiscernibles in counterfactual logic. I study a form of maximalist ontology which has been claimed to be so expansive as to be inconsistent. I show that it is equivalent (...) to the collapse of the counterfactual into the material conditional---which is itself equivalent to the modal logic TRIV. TRIV is consistent, from which it follows that maximalism is, surprisingly, consistent. I close by arguing that stating the limit assumption requires a higher-order logic. (shrink)

This paper asks: Is the quantifier variantist committed to metaphysical vagueness? My investigation of this question goes via a study of vague existence. I’ll argue that the quantifier variantist is committed to vague existence and that the vague existence posited by the variantist requires a puzzling sort of metaphysical vagueness. Specifically, I distinguish between (what I call) positive and negative metaphysical vagueness. Positive metaphysical vagueness is (roughly) the claim that there is vagueness in the world; negative metaphysical vagueness is (roughly) (...) the claim that there is vagueness that is not in our language or thought. I’ll argue that the quantifier variantist’s commitment to vague existence comes with positive metaphysical vagueness -- even if it doesn't require negative metaphysical vagueness. (shrink)

In many ontological debates there is a familiar challenge. Consider a debate over X s. The “small” or anti-X side tries to show that they can paraphrase the pro-X or “big” side’s claims without any loss of expressive power. Typically though, when the big side adds whatever resources the small side used in their paraphrase, the symmetry breaks down. The big side plus small’s resources is a more expressively powerful and thus more theoretically fruitful theory. In this paper, I show (...) that there is a very general solution to this problem, for the small side. Assuming the resources of set theory, small can successfully paraphrase big. This result depends on a theorem about models of set theory with urelements. After proving this theorem, I discuss some of its philosophical ramifications. (shrink)

In order to re-contextualize the otherwise ontologically privileged meaning of metaphysical debates into a more insubstantial form, metaphysical deflationism runs the risk of having to adopt potentially unwanted anti-realist tendencies. This tension between deflationism and anti-realism can be expressed as follows: in order to claim truthfully that something exists, how can deflationism avoid the anti-realist feature of construing such claims singularly in an analytical fashion? One may choose to adopt a Yablovian fallibilism about existential claims, but other approaches can be (...) appealed to as well. Amie Thomasson's Easy Ontology is one such approach, whereby the interaction of empirical as well as analytic features within the construction of its ontological theory affords a role for analytical rules without forsaking a link with empirical reality. The development of these analytical and empirical features has resulted in significant critiques regarding, one, potential reference failure of easy-ontological claims, and two, a circularity in how easy ontology explains the relation between its analytical rules and existential claims. This essay offers a response by showcasing how an easy ontological deflationism can reject these criticisms without succumbing to, one, the anti-realism of pure analyticism, and two, a further critique of wholesale referential indeterminacy in its referring terms. (shrink)

It is common in contemporary metaphysics to distinguish two levels of ontology: the ontology of ordinary objects and the ontology of fundamental reality. This papers argues that natural language reflects not only the ontology of ordinary objects, but also a language-driven ontology, which is involved in the mass-count distinction and part-structure-sensitive semantic selection, as well as perhaps the light ontology of pleonastic entities. The paper recasts my older theory of situated part structures without situations, making use of a primitive notion (...) of unity. (shrink)