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Logical analysis and logical construction

In Micahel Beaney (ed.), The Analytic Turn. Routledge. pp. 107--122 (2007)

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  1. An angry young man: A close reading of Arthur Prior’s contribution to social ontology.Niko Strobach - 2016 - Synthese 193 (11):3417-3427.
    This paper is about one of Arthur Prior’s earliest publications in philosophy, “The Nation and the Individual”. Its aims are to show that Prior made a remarkable contribution to social ontology in the 1930s which should be read with some attention to its historical background, which closely follows John Wisdom as to its theoretical elements, in particular the notion of a “logical construction”, but which is more clearly eliminativist with regard to nations and which is original in terms of rather (...)
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  • The Mathematical Roots Of Russell’s Naturalism And Behaviorism.James Levine - 2008 - The Baltic International Yearbook of Cognition, Logic and Communication 4.
    Recently, there has been a growing awareness that Russell’s post–1918 writings call into question the sort of picture that Rorty presents of the relation of Russell’s philosophy to the views of subsequent figures such as the later Wittgenstein, Quine, and Sellars. As I will argue in this paper, those writings show that by the early 1920’s Russell himself was advocating views—including an anti-foundationalist naturalized epistemology, and a behaviorist–inspired account of what is involved in understanding language—that are more typically associated with (...)
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  • Logical constructions.Bernard Linsky - 2008 - Stanford Encyclopedia of Philosophy.
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  • Relations vs functions at the foundations of logic: type-theoretic considerations.Paul Oppenheimer & Edward N. Zalta - 2011 - Journal of Logic and Computation 21:351-374.
    Though Frege was interested primarily in reducing mathematics to logic, he succeeded in reducing an important part of logic to mathematics by defining relations in terms of functions. By contrast, Whitehead & Russell reduced an important part of mathematics to logic by defining functions in terms of relations (using the definite description operator). We argue that there is a reason to prefer Whitehead & Russell's reduction of functions to relations over Frege's reduction of relations to functions. There is an interesting (...)
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  • From Moore to Peano to Watson.James Levine - 2008 - The Baltic International Yearbook of Cognition, Logic and Communication 4:200.
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