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  1. (1 other version)Hermann Cohen's Das Prinzip der Infinitesimalmethode, Ernst Cassirer, and the Politics of Science in Wilhelmine Germany.Gregory B. Moynahan - 2003 - Perspectives on Science 11 (1):35-75.
    Few texts summarize and at the same time compound the challenges of their author's philosophy so sharply as Hermann Cohen's Das Prinzip der Infinitesimalmethode und seine Geschichte . The book's meaning and style are greatly illuminated by placing it in the scientific, political, and academic context of late-nineteenth century Germany. As this context changed, so did both the reception of the philosophy of the infinitesimal and of the Marburg school more generally. A study of this transformation casts significant light on (...)
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  • (1 other version)Hermann Cohen's.Gregory B. Moynahan - 2003 - Perspectives on Science 11 (1):35-75.
    : Few texts summarize and at the same time compound the challenges of their author's philosophy so sharply as Hermann Cohen's Das Prinzip der Infinitesimalmethode und seine Geschichte (1883). The book's meaning and style are greatly illuminated by placing it in the scientific, political, and academic context of late-nineteenth century Germany. As this context changed, so did both the reception of the philosophy of the infinitesimal and of the Marburg school more generally. A study of this transformation casts significant light (...)
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  • On the Social Benefits of Knowledge.Vihren Bouzov - 2016 - Analele Universitatii Din Craiova, Seria Filosofie 37 (1).
    Knowledge is one of the most important factors determining the development of global economy and overcoming the present existing inequalities. Humankind needs a fair distribution of the potential of knowledge because its big social problems and difficulties today are due to the existence of deep‐going differences in its possession and use. This paper is an attempt to analyze and present certain philosophical arguments and conceptions justifying cooperative decision‐making in the searching for fair distribution of the benefits of knowledge in the (...)
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  • Kant on Complete Determination and Infinite Judgement.Nicholas F. Stang - 2012 - British Journal for the History of Philosophy 20 (6):1117-1139.
    In the Transcendental Ideal Kant discusses the principle of complete determination: for every object and every predicate A, the object is either determinately A or not-A. He claims this principle is synthetic, but it appears to follow from the principle of excluded middle, which is analytic. He also makes a puzzling claim in support of its syntheticity: that it represents individual objects as deriving their possibility from the whole of possibility. This raises a puzzle about why Kant regarded it as (...)
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  • Ernst Cassirer, Theoretical Biology, and the Clever Hans Phenomenon.Gregory B. Moynahan - 1999 - Science in Context 12 (4):549-574.
    The ArgumentBiology, understood in turn-of-the-century Germany to include psychology, held a central but enigmatic place in the philosopher Ernst Cassirer's work. From his earliest studies with Hermann Cohen through his long engagement with the theoretical biology of Jakob von Uexküll and Adolf Meyer-Abich, Cassirer consistently used the history and practice of biology to examine and delineate a set of characteristic tensions between the natural and cultural sciences. This paper examines Cassirer's treatment of this theme by addressing two contrasting interpretations he (...)
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  • Kant on Infinite and Negative Judgements: Three Interpretations, Six Tests, No Clear Result.Mark Siebel - 2017 - Topoi 39 (3):699-713.
    In his table of judgements, Kant added infinity as a third quality. An infinite judgement ‘All S are non-P’ is said to differ from the affirmative ‘All S are P’ because it ascribes a negative predicate; and it differs from the negative ‘No S is P’ because it has a richer content. The present paper puts three interpretations of this surplus content to six tests. Among other things, it is examined whether these interpretations marry up with Kant’s solution to the (...)
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  • Avicenna on Negative Judgement.Jari Kaukua - 2020 - Topoi 39 (3):657-666.
    Avicenna’s logical theory of negative judgement can be seen as a systematic development of the insights Aristotle had laid out in the De interpretatione. However, in order to grasp the full extent of his theory one must extend the examination from the logical works to the metaphysical and psychological bases of negative judgement. Avicenna himself often refrains from the explicit treatment of the connections between logic and metaphysics or psychology, or treats them in a rather oblique fashion. Time and again (...)
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  • Concept Negation in Kant.Mark Siebel - 2021 - History of Philosophy & Logical Analysis 25 (1):31-65.
    Kant distinguishes concept negation from copula negation. While the latter results in a negative judgement, i.e. a judgement denying a property of certain objects, the former gives rise to a negative concept, such as ‘immortal’. Since Kant’s remarks on concept negation are scattered and inconclusive, five interpretations are worked out and put to the test: logical negation, pseudo-negation, attribution of a zero degree, possibility-restricted negation and genus-restricted negation. Whereas the first four interpretations fail for a number of reasons, genus-restricted negation (...)
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  • Aristotle's 'Peri hermeneias' in Medieval Latin and Arabic Philosophy: Logic and the Linguistic Arts.Deborah L. Black - 1991 - Canadian Journal of Philosophy 21 (sup1):25-83.
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