Titlebook: Early Analytic Philosophy - New Perspectives on the Tradition; Sorin Costreie Book 2016 Springer International Publishing Switzerland 2016

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glamor

mutineer

Frege and the Aristotelian Model of Science Aristotle’s . has recently been abandoned on grounds that developments in mathematics and logic over the last century or so have rendered it obsolete. Nor has anything emerged to take its place. As things stand we have not even the outlines of an adequate understanding of the rationality of mathema

沒有準(zhǔn)備

On the Nature, Status, and Proof of Hume’s Principle in Frege’s Logicist Project, bearing in mind that with its analytic or non-analytic status the intended logical foundation of cardinal arithmetic stands or falls. Section?“.” is concerned with the two criteria of thought identity that Frege states in 1906 and their application to Hume’s Principle. In Section?“.”, I scrutinize

Headstrong

A Study in Deflated Acquaintance Knowledge: Sense-Datum Theory and Perceptual Constancyd tastes, are mind-dependent. Although mind-dependent, our knowledge of many facts about the perceptual veil is immediate and secure. These are well-known facets of sense-datum theory. My aim is to carve out a conception of sense-datum theory that does not require the immediate and secure knowledge

殘酷的地方

殘酷的地方

The Place of Vagueness in Russell’s Philosophical Developmentnding the Paris conference in August 1900 at which he saw Peano; the period following the Paris conference through his prison stay in 1918; and his post-prison period, in which he becomes concerned with the nature of language as such. I argue that while the topic of vagueness becomes an explicit the

遍及

Propositional Logic from , to ,, Routledge, New York, London, pp. 14–61, 1906) and culminating with ., Cambridge University Press, Cambridge, 1910. They are each based on different primitive connectives and axioms. This paper follows “Peirce’s Law” through those systems with the aim of understanding some of the notorious peculiar

JAMB

Later Wittgenstein on the Logicist Definition of Numberectures are discussed, the emphasis falling on understanding Wittgenstein’s views on the most important element of the logicist legacy of Frege and Russell, the definition of number in terms of classes—and, more specifically, by employing the notion of one-to-one correspondence. Since it is clear th

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