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Essai d'une philosophie du style

Paris,: A. Colin (1968)

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  1. The Structuralist Mathematical Style: Bourbaki as a case study.Jean-Pierre Marquis - 2022 - In Claudio Ternullo Gianluigi Oliveri (ed.), Boston Studies in the Philosophy and the History of Science. pp. 199-231.
    In this paper, we look at Bourbaki’s work as a case study for the notion of mathematical style. We argue that indeed Bourbaki exemplifies a mathematical style, namely the structuralist style.
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  • Style as a Historical Category.Michael Otte - 1991 - Science in Context 4 (2):233-264.
    The ArgumentIn writing the history of science, the fluctuations between two meanings of the concept of style are of special interest: a simple or direct meaning of this concept referring to a means of expression and of presentation, and a philosophical interpretation of this term referring to “a world of objective spiritual order.” The last two chapters of this paper consider the perspective of the simple meaning of the concept, the first two chapters take the philosophical meaning as their starting (...)
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  • Malthus and Ricardo: Two styles for Economic Theory.Sergio Cremaschi & Marcelo Dascal - 1998 - Science in Context 11 (2):229-254.
    We examine the most famous controversy between economists as a means of shedding fresh light on the current debate about economic methodology. By focusing on the controversy as the primary unit of analysis, we show how methodological considerations are but one of a whole set of stratagems strategically employed by each opponent. We argue that each opponent's preference for a particular kind of stratagems expresses his own specific scientific style (within the general scientific and cultural style of an age). We (...)
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  • Impure Epistemology and the Search for the Nervous Agent: A Case Study in Seventeenth- and Eighteenth-Century Neurophysics.Alexandre Métraux - 1996 - Science in Context 9 (1):57-78.
    The ArgumentIn this contribution, I argue for epistemological impurity as the key to the historical reconstruction of the proto-biological sciences of the eighteenth century.The traditional approaches to the more or less complex and more or less stratified past of science either focus on the ideal content of that which has in the meantime been recognized as standard biological knowledge or otherwise try to uncover the implicit cognitive principles at work in order to reveal their shortcomings.A closer look at the breakdown (...)
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  • (1 other version)Mental diversity and utility: a pragmatic approach to the debate.Marcelo Dascal - 2009 - Pragmatics and Cognition 17 (2):403-420.
    Geoffrey Lloyd, in his book Cognitive Variations , addresses the puzzle of cognitive diversity vs. cognitive unity of our mental life by analyzing a number of debates related to it. Accounting for the fact that human mental life across cultures both shares many of its fundamental features and differs in many others, no less fundamental ones, apparently cannot but engender a dilemma, as long as only reductionist solutions are considered, for neither radical diversity is reducible to unity nor vice versa. (...)
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  • The structure of mathematical experience according to Jean cavaillèst.Paul Cortois - 1996 - Philosophia Mathematica 4 (1):18-41.
    In this expository article one of the contributions of Jean Cavailles to the philosophy of mathematics is presented: the analysis of ‘mathematical experience’. The place of Cavailles on the logico-philosophical scene of the 30s and 40s is sketched. I propose a partial interpretation of Cavailles's epistemological program of so-called ‘conceptual dialectics’: mathematical holism, duality principles, the notion of formal contents, and the specific temporal structure of conceptual dynamics. The structure of mathematical abstraction is analysed in terms of its complementary dimensions: (...)
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  • Pensamento racional e criação científica em Poincaré.Michel Paty - 2010 - Scientiae Studia 8 (2):177-193.
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  • (1 other version)Le style d'Einstein, la nature du travail scientifique et le problème de la décourte.Michel Paty - 1996 - Revue Philosophique De Louvain 94 (3):447-470.
    Il semble que la science, au sens de l'activité des scientifiques, ne soit pas vraiment la même que celles dont s'occupent, chacune de leur coté, la réflexion philosophique et la recherche historique. Les scientifiques eux-mêmes ne sont pas toujours sensibles au lien que leur travail entretient avec la philosophie et avec l'histoire des sciences, bien qu'il concerne des significations et soit en situation d'état provisoire, entre une connaissance passée et des développements ou des interprétations futures. Cependant, les leçons de la (...)
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  • The Wittgensteinian therapy as clarifying the fundamental concepts of the educational field.Cristiane Maria Cornelia Gottschalk - 2015 - Ixtli 2 (4):299-315.
    With the “linguistic turn” starting from the late nineteenth century, retaken in an unprecedentedway by the Austrian philosopher Ludwig Wittgenstein in the writings of his second phase, much of the epistemological questions are “dissolved”, with implications for educational research. Outstanding among them, is the grammatical description of the fundamental concepts of the field of education carried out by analytic philosophers of education. I intend to point out to other possible implications from Wittgeinstein’s philosophical therapy that, in my view, allows a (...)
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  • The Architectonics of Scientific Knowledge an Essay On the Dynamics of the Sciences.Alexandru Giuculescu - 1985 - Diogenes 33 (131):1-23.
    I. Science, myth, magic: three components of knowledge, in other words three types of activity in man who, in interaction with his surrounding environment seeks to accomodate himself to the constraints which this environment imposes on him while at the same time seeing to his own immediate or far-reaching needs.
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  • Meaning and existence in mathematics : on the use and abuse of the theory of models in the philosophy of mathematics.Charles Ernest Castonguay - unknown
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  • Logic, Reasoning, and Rationality.Erik Weber, Joke Meheus & Dietlinde Wouters (eds.) - 2014 - Dordrecht, Netherland: Springer.
    This book contains a selection of the papers presented at the Logic, Reasoning and Rationality 2010 conference in Ghent. The conference aimed at stimulating the use of formal frameworks to explicate concrete cases of human reasoning, and conversely, to challenge scholars in formal studies by presenting them with interesting new cases of actual reasoning. According to the members of the Wiener Kreis, there was a strong connection between logic, reasoning, and rationality and that human reasoning is rational in so far (...)
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  • Nombrils, bruslans, autrement foyerz: la géométrie projective en action dans le Brouillon Project de Girard Desargues.Jean-Yves Briend & Marie Anglade - 2021 - Archive for History of Exact Sciences 76 (2):173-206.
    In the middle part of his Brouillon Project on conics, Girard Desargues develops the theory of the traversale, a notion that generalizes the Apollonian diameter and allows to give a unified treatment of the three kinds of conics. We showed elsewhere that it leads Desargues to a complete theory of projective polarity for conics. The present article, which shall close our study of the Brouillon Project, is devoted to the last part of the text, in which Desargues puts his theory (...)
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  • Notes on the analysis of structure and structuralist ideologies.André Mercier - 1972 - Inquiry: An Interdisciplinary Journal of Philosophy 15 (1-4):355-361.
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