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  1. The Influence of Einstein on Wittgenstein's Philosophy.Carlo Penco - 2010 - Philosophical Investigations 33 (4):360-379.
    On the basis of historical and textual evidence, this paper claims that after his Tractatus, Wittgenstein was actually influenced by Einstein's theory of relativity and, the similarity of Einstein's relativity theory helps to illuminate some aspects of Wittgenstein's work. These claims find support in remarkable quotations where Wittgenstein speaks approvingly of Einstein's relativity theory and in the way these quotations are embedded in Wittgenstein's texts. The profound connection between Wittgenstein and relativity theory concerns not only Wittgenstein's “verificationist” phase , but (...)
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  • Wittgenstein and Brouwer.Mathieu Marion - 2003 - Synthese 137 (1-2):103 - 127.
    In this paper, I present a summary of the philosophical relationship betweenWittgenstein and Brouwer, taking as my point of departure Brouwer's lecture onMarch 10, 1928 in Vienna. I argue that Wittgenstein having at that stage not doneserious philosophical work for years, if one is to understand the impact of thatlecture on him, it is better to compare its content with the remarks on logics andmathematics in the Tractactus. I thus show that Wittgenstein's position, in theTractactus, was already quite close to (...)
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  • Wittgenstein on Verification and Seeing-As, 1930–1932.Andreas Blank - 2011 - Inquiry: An Interdisciplinary Journal of Philosophy 54 (6):614 - 632.
    Abstract This article examines the little-explored remarks on verification in Wittgenstein's notebooks during the period between 1930 and 1932. In these remarks, Wittgenstein connects a verificationist theory of meaning with the notion of logical multiplicity, understood as a space of possibilities: a proposition is verified by a fact if and only if the proposition and the fact have the same logical multiplicity. But while in his early philosophy logical multiplicities were analysed as an outcome of the formal properties of simple (...)
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  • Verificacionismo, Expressivismo, Inferencialismo.Marcos Silva - 2021 - Veritas – Revista de Filosofia da Pucrs 65 (3):e38430.
    O artigo aplica tópicos do inferencialismo semântico de Brandom para iluminar o verificacionismo do Wittgenstein Intermediário, como o papel expressivista da negação, o holismo semântico do inferencialismo e a não-redutibilidade de relações conceituais de incompatibilidade em termos de relações puramente formais. Para tanto, introduz uma leitura normativa do problema da exclusão de cores e do seu impacto no meio notacional tractariano como motivação para o verificacionismo e suas relações com o inferencialismo e o expressivismo. Finalizo mostrando que o poder expressivo (...)
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  • Wittgenstein and the Grammar of Physics: A Study of Ludwig Wittgenstein's 1929--1930 Manuscripts and the Roots of His Later Philosophy.Anton Alterman - 2000 - Dissertation, City University of New York
    In 1929 Wittgenstein began to work on the first philosophical manuscripts he had kept since completing the Tractatus Logico-Philosophicus in 1918. The impetus for this was his conviction that the logic of the TLP was flawed: it was unable to account for the fact that a proposition that assigns a single value on a continuum to a simple object thereby excludes all assignments of different values to the object . Consequently Wittgenstein's "atomic propositions" could not be logically independent of one (...)
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  • Wittgenstein and strong mathematical verificationism.Cyrus Panjvani - 2006 - Philosophical Quarterly 56 (224):406–425.
    Wittgenstein is accused by Dummett of radical conventionalism, the view that the necessity of any statement is a matter of express linguistic convention, i.e., a decision. This conventionalism is alleged to follow, in Wittgenstein's middle period, from his 'concept modification thesis', that a proof significantly changes the sense of the proposition it aims to prove. I argue for the assimilation of this thesis to Wittgenstein's 'no-conjecture thesis' concerning mathematical statements. Both flow from a strong verificationist view of mathematics held by (...)
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