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What Isn’t Obvious about ‘obvious’: A Data-driven Approach to Philosophy of Logic

In Andrew Aberdein & Matthew Inglis, Advances in Experimental Philosophy of Logic and Mathematics. London: Bloomsbury Academic. pp. 201-224 (2019)

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  1. Is Philosophy Exceptional? A Corpus-Based, Quantitative Study.Moti Mizrahi & Michael Adam Dickinson - 2023 - Social Epistemology 37 (5):666-683.
    Drawing on the epistemology of logic literature on anti-exceptionalism about logic, we set out to investigate the following metaphilosophical questions empirically: Is philosophy special? Are its methods (dis)continuous with science? More specifically, we test the following metaphilosophical hypotheses empirically: philosophical deductivism, philosophical inductivism, and philosophical abductivism. Using indicator words to classify arguments by type (namely, deductive, inductive, and abductive arguments), we searched through a large corpus of philosophical texts mined from the JSTOR database (N = 435,703) to find patterns of (...)
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  • The Scientism Debate: A Battle for the Soul of Philosophy?Moti Mizrahi - 2019 - Social Epistemology Review and Reply Collective 8 (9):1-13.
    In this paper, I report the results of an empirical study, which was designed to test the following hypotheses: (H1) Many philosophers find scientism threatening because they see it as a threat to the future of philosophy as a major in colleges and universities; (H2) Many philosophers find scientism threatening because they see it as a threat to the soul or essence of philosophy as an a priori discipline. My results provide some empirical evidence in support of H2. These results (...)
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  • Proof, Explanation, and Justification in Mathematical Practice.Moti Mizrahi - 2020 - Journal for General Philosophy of Science / Zeitschrift für Allgemeine Wissenschaftstheorie 51 (4):551-568.
    In this paper, I propose that applying the methods of data science to “the problem of whether mathematical explanations occur within mathematics itself” (Mancosu 2018) might be a fruitful way to shed new light on the problem. By carefully selecting indicator words for explanation and justification, and then systematically searching for these indicators in databases of scholarly works in mathematics, we can get an idea of how mathematicians use these terms in mathematical practice and with what frequency. The results of (...)
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