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- W4238200691 abstract "It is well known that the conceptions of analysis that mark the emergence of early analytic philosophy arose out of attempts to analyse the propositions and concepts of mathematics. However, the advantage which Russell’s decompositional conception of the analysis of propositions and the attendant theory of terms was supposed to have for the analysis of the propositions and concepts of mathematics is not always easy to ascertain. By comparison to Frege’s elegant function-argument approach to analysis, initially invented to provide differing analyses of the same conceptual contents for use in proofs, Russell’s conception of analysis as the decomposition of the proposition into its constituent terms and the related notion that the nature of the terms depends upon their manner of occurrence within it, seem almost stultifying to analyses in mathematics. I have attempted to suggest that, to the contrary, the crucial developments in Russell’s early logicization of mathematics are endemically linked to his decompositional conception of analysis, characterized by the view that the proposition is the basic element of analysis, and that the nature of its constituent terms is determined by their manner of occurrence within it." @default.
- W4238200691 created "2022-05-12" @default.
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- W4238200691 date "2013-01-01" @default.
- W4238200691 modified "2023-09-24" @default.
- W4238200691 title "Conclusion" @default.
- W4238200691 doi "https://doi.org/10.1057/9781137302076_7" @default.
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