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  1. Shadows of Syntax: Revitalizing Logical and Mathematical Conventionalism.Jared Warren - 2020 - New York, USA: Oxford University Press.
    What is the source of logical and mathematical truth? This book revitalizes conventionalism as an answer to this question. Conventionalism takes logical and mathematical truth to have their source in linguistic conventions. This was an extremely popular view in the early 20th century, but it was never worked out in detail and is now almost universally rejected in mainstream philosophical circles. Shadows of Syntax is the first book-length treatment and defense of a combined conventionalist theory of logic and mathematics. It (...)
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  • De la identidad humana a las identidades sociopolíticas: el rol del pensamiento wittgensteiniano en un desplazamiento crucial.Miguel Ángel Quintana Paz - 2020 - Anales de la Cátedra Francisco Suárez 54:7-31.
    Today, the notion of identity is usually linked with ethical-political discussions like multiculturalism, gender or sexual diversity, recognition of plurality, etc. Nevertheless, the flourishing of this vision that interprets “identity” mainly in its plural form (as “identities”) contrasts sharply with the sense that “identity” has had during most of the history of philosophy (in which identity was understood in connection with “unity” or “selfsameness”, not with “diversity” or “otherness”). In order to explain the passage from one notion of identity to (...)
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  • Modality and Anti-Metaphysics.Stephen K. McLeod - 2001 - Aldershot: Ashgate.
    Modality and Anti-Metaphysics critically examines the most prominent approaches to modality among analytic philosophers in the twentieth century, including essentialism. Defending both the project of metaphysics and the essentialist position that metaphysical modality is conceptually and ontologically primitive, Stephen McLeod argues that the logical positivists did not succeed in banishing metaphysical modality from their own theoretical apparatus and he offers an original defence of metaphysics against their advocacy of its elimination. -/- Seeking to assuage the sceptical worries which underlie modal (...)
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  • On some standard objections to mathematical conventionalism.Severin Schroeder - 2017 - Belgrade Philosophical Annual 30 (30):83-98.
    According to Wittgenstein, mathematical propositions are rules of grammar, that is, conventions, or implications of conventions. So his position can be regarded as a form of conventionalism. However, mathematical conventionalism is widely thought to be untenable due to objections presented by Quine, Dummett and Crispin Wright. It has also been argued that only an implausibly radical form of conventionalism could withstand the critical implications of Wittgenstein’s rule-following considerations. In this article I discuss those objections to conventionalism and argue that none (...)
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