Results for 'Jean Cavaill��s'

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  1.  11
    Jean Cavaillès on the Effectiveness of Symbolic Thought.Jean Khalfa - 2011 - Paragraph 34 (2):257-265.
    The philosopher of Mathematics Jean Cavaillès plays an important role in Claude Imbert's thought. His published work had a significant impact after the war. It is largely a reflection on debates on the foundation of mathematics and on two opposed models of axiomatics, foundationalist and constructionist. The philosophy he announced was to be a study of the generativity of conceptual structures, as opposed to a phenomenology of knowledge. He derived from his reflection on invention in mathematics a great scepticism (...)
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  2.  18
    Jean Cavaillès and the Vienna Circle.Santiago Ramirez - 1986 - Grazer Philosophische Studien 27 (1):155-176.
    French epistemology of mathematics — Cavailles, Lautman, Herbrand — took a critical position about the project for a theory of science stated by the Vienna Circle. The opportunity was provided by the International Congress of Philosophy of Science celebrated in Prague in 1936. The position taken by Cavailles and Lautmann was surprisingly close to that taken by Tarski's introduction of semantics and to Wittgenstein's Tractatus. More specifically, to those parts of the Tractatus that were disqualified by Carnap. This criticism will (...)
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  3.  9
    Jean Cavaillès and the Vienna Circle.Santiago Ramirez - 1986 - Grazer Philosophische Studien 27 (1):155-176.
    French epistemology of mathematics — Cavailles, Lautman, Herbrand — took a critical position about the project for a theory of science stated by the Vienna Circle. The opportunity was provided by the International Congress of Philosophy of Science celebrated in Prague in 1936. The position taken by Cavailles and Lautmann was surprisingly close to that taken by Tarski's introduction of semantics and to Wittgenstein's Tractatus. More specifically, to those parts of the Tractatus that were disqualified by Carnap. This criticism will (...)
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  4.  17
    Pratique mathématique et lectures de Hegel, de Jean Cavaillès à William Lawvere.Baptiste Mêles - 2012 - Philosophia Scientiae 16 (1):153-182.
    Les concepts de paradigme et de thématisation, par lesquels Jean Cavaillès décrit dans l’ouvrage posthume Sur la Logique et la théorie de la science la dynamique de l’activité mathématique, trouvent dans la théorie des catégories à la fois une illustration et une formalisation, et dans la dialectique hégélienne un précédent. Dans un premier temps, nous examinerons cette hypothèse, non sans définir le concept de thématisation et les quelques notions élémentaires de théorie des catégories qui nous serviront par la suite. (...)
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  5.  13
    Jean cavaillès 1903-1944 in memoriam 70º aniversario de su muerte.Sylvain le Gall - 2014 - Ideas Y Valores 63 (156):277-280.
    A partir de la divergencia de M. Foucault con Th. Hobbes con respecto a la guerra como principio y fundamento del poder, se muestra la importancia de esa diferencia conceptual para los análisis políticos contemporáneos. Foucault sostiene que, en las sociedades modernas de Occidente, la comunidad política, y más precisamente la política misma, ha sido el terreno de la guerra librada por otros medios. Por extensión, esta tesis significa invertir el principio de von Clausewitz; a saber, que la guerra es (...)
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  6.  19
    From Phenomenology to the Philosophy of the Concept: Jean Cavaillès as a Reader of Edmund Husserl.Jean-Paul Cauvin - 2020 - Hopos: The Journal of the International Society for the History of Philosophy of Science 10 (1):24-47.
    The article reconstructs Jean Cavaillès’s polemical engagement with Edmund Husserl’s phenomenological philosophy of mathematics. I argue that Cavaillès’s encounter with Husserl clarifies the scope and ambition of Cavaillès’s philosophy of the concept by identifying three interrelated epistemological problems in Husserl’s phenomenological method: (1) Cavaillès claims that Husserl denies a proper content to mathematics by reducing mathematics to logic. (2) This reduction obliges Husserl, in turn, to mischaracterize the significance of the history of mathematics for the philosophy of mathematics. (3) (...)
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  7. De L’Expérience Mathématique: Essai Sur la Philosophie des Sciences de Jean Cavaillès.Pierre Cassou-noguès - 2002 - Vrin.
    Jean Cavaillès, héros de la Résistance fusillé par les nazis au début de l’année 1944, s’est efforcé, dans son travail théorique, de prendre la mesure des avancées et des controverses qui ont détérminé les mathématiques modernes. Son œuvre, dont Goerges Canguilhem soulignait le caractère énigmatique, a exercé une influence considérable dans la philosophie française d’après-guerre.Le présent ouvrage est un commentaire chronologique et linéaire des principaux écrits de Cavaillès. Il s’agit d’expliquer un appareil conceptuel, mathématique et philosophique, et de restituer (...)
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  8.  81
    Foucault, Cavaillès, and Husserl on the Historical Epistemology of the Sciences.David Hyder - 2003 - Perspectives on Science 11 (1):107-129.
    : This paper discusses the origins of two key notions in Foucault's work up to and including The Archaeology of Knowledge. The first of these notions is the notion of "archaeology" itself, a form of historical investigation of knowledge that is distinguished from the mere history of ideas in part by its unearthing what Foucault calls "historical a prioris". Both notions, I argue, are derived from Husserlian phenomenology. But both are modified by Foucault in the light of Jean Cavaillès's (...)
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  9.  2
    Cavaillés Jean. Remarques Sur la Formation de la Théorie Abstraite des Ensembles. Étude Historique Et Critique. Hermann & Cie, Paris 1938, 156 S. [REVIEW]A. Fraenkel - 1938 - Journal of Symbolic Logic 3 (4):167-168.
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  10.  23
    Leo Strauss et l'histoire des textes en régime de persécution.Jean-Pierre Cavaillé - 2005 - Revue Philosophique de la France Et de l'Etranger 130 (1):38.
    Toute situation de persécution a des effets sur les actions, les discours et les écrits de ceux qui en sont les victimes. Ce postulat conduit à une lecture critique de quelques - uns des traits saillants et des présupposés de « art d ' écrire entre les lignes », dont traite Leo Strauss dans son fameux essai Writing and Persecution. Le double constat de la pertinence de la méthode de lecture proposée et de son caractère problématique, inhérent à l ' (...)
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  11.  89
    Historicity and Transcendentality: Foucault, Cavaillès, and the Phenomenology of the Concept.Kevin Thompson - 2008 - History and Theory 47 (1):1–18.
    AbSTRACTThis paper is concerned with Foucault's historical methodology. It argues that the coherence of his project lies in its development of a set of tools for unearthing the historical principles that govern thought and practice in the epochs that have shaped the present age. Foucault claimed that these principles are, at once, transcendental and historical. Accordingly, the philosophical soundness of Foucault's project depends on his having developed a satisfactory way of passage between the absolutist purism of the transcendental and the (...)
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  12.  8
    Historicity and Transcendentality: Foucault, Cavaillès, and the Phenomenology of the Concept.Kevin Thompson - 2008 - History and Theory 47 (1):1-18.
    AbSTRACTThis paper is concerned with Foucault's historical methodology. It argues that the coherence of his project lies in its development of a set of tools for unearthing the historical principles that govern thought and practice in the epochs that have shaped the present age. Foucault claimed that these principles are, at once, transcendental and historical. Accordingly, the philosophical soundness of Foucault's project depends on his having developed a satisfactory way of passage between the absolutist purism of the transcendental and the (...)
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  13.  28
    “Philosophy is Also an Architecture of Signs”: On Merleau-Ponty and Cavaillès.Stephen Watson - 2016 - Research in Phenomenology 46 (1):35-53.
    _ Source: _Volume 46, Issue 1, pp 35 - 53 In a letter written at the end of July 1930, Jean Cavaillès singled out two of his successful students at the _Ecole Normale_, Merleau-Ponty and Lautman, “full of interest in the philosophy of mathematics”. While both would play an important role in French philosophy in the coming decades, one almost never thinks of their names together. Indeed, only rarely do we think of Merleau-Ponty and Cavaillès together. This paper will (...)
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  14. Derrida and Cavaillès: Mathematics and the Limits of Phenomenology.Michael Roubach - 2010 - International Journal of Philosophical Studies 18 (2):243-254.
    This paper examines Derrida's interpretation of Jean Cavaill s's critique of phenomenology in On Logic and the Theory of Science . Derrida's main claim is that Cavaill s's arguments, especially the argument based on G del's incompleteness theorems, need not lead to a total rejection of Husserl's phenomenology, but only its static version. Genetic phenomenology, on the other hand, not only is not undermined by Cavaill s's critique, but can even serve as a philosophical framework for Cavaill s's own (...)
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  15.  9
    Cavaillès, Mathematical Problems and Questions.Pierre Cassou-Noguès - 2018 - Angelaki 23 (2):64-78.
    This paper concerns the role of mathematical problems in the epistemology of Jean Cavaillès. Most occurrences of the term “problem” in his texts refer to mathematical problems, in the sense in which mathematicians themselves use the term: for an unsolved question which they hope to solve. Mathematical problems appear as breaking points in the succession of mathematical theories, both giving a continuity to the history of mathematics and illuminating the way in which the history of mathematics breaks up into (...)
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  16.  12
    Quelques Aspects du Programme Épistémologique de Cavaillés.Paul Cortois - 1994 - Dialectica 48 (2):125-141.
    RésuméCette étude essaie de réunir quelques éléments en vue d'une interprétation plus complète du programme épistémologique contenu de façon extrêmement elliptique dans l'ouvrage post‐hume de Jean Cavaillès, publié en 1947 par G. Canguilhem et C. Ehresmann sous le titre Sur la logique et la théorie de la science . Afin d'arriver, plus particulière‐texte, où la «nécessité génératrice» d'une dialectique conceptuelle est évoquée, il faudra rappeler quelques aspects connus ainsi que quelques aspects moins connus du cheminement philosophique de Cavaillès.Cette reconstruction (...)
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  17.  30
    Foucault's Archaeology: Science and Transformation.David Webb - unknown
    The book proposes that Foucault's archaeology is a direct response to the predicament for thought in modernity that he described in the closing chapters of The Order of Things, and that science and mathematics are fundamental to the possibility of this response. Centered around the figure of man, Foucault described thinking in modernity as split between empirical and transcendental forms of enquiry, neither of which is able to secure a foundation. To understand how Foucault responds to this situation, the book (...)
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  18. De l'Exp'erience Math'ematique Essai Sur la Philosophie des Sciences de Jean Cavailláes.Pierre Cassou-Noguès - 2001 - Vrin.
    Jean Cavaillès, héros de la Résistance fusillé par les nazis au début de l’année 1944, s’est efforcé, dans son travail théorique, de prendre la mesure des avancées et des controverses qui ont détérminé les mathématiques modernes. Son œuvre, dont Goerges Canguilhem soulignait le caractère énigmatique, a exercé une influence considérable dans la philosophie française d’après-guerre.Le présent ouvrage est un commentaire chronologique et linéaire des principaux écrits de Cavaillès. Il s’agit d’expliquer un appareil conceptuel, mathématique et philosophique, et de restituer (...)
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  19. Jean Cavaillès: Philosophie mathématique. [REVIEW]Jean-Blaise Grize - 1963 - Studia Philosophica 23:267.
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  20.  2
    Jean Buridan’s Logic: The Treatise on Supposition The Treatise on Consequences.Jean Buridan & Peter King - 1985 - Springer Science & Business Media.
    Buridan was a brilliant logician in an age of brilliant logicians, sensitive to formal and philosophical considerations. There is a need for critical editions and accurate translations of his works, for his philosophical voice speaks directly across the ages to problems of concern to analytic philosophers today. But his idiom is unfamiliar, so editions and trans lations alone will not bridge the gap of centuries. I have tried to make Buridan accessible to philosophers and logicians today by the introduc tory (...)
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  21.  4
    Jean Cavaillès, un itinéraire résistant hors du commun.Laurent Douzou - 1998 - Philosophia Scientiae 3 (1):139-155.
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  22.  9
    Jean Cavaillés and Lautman Albert. La Pensée Mathématique. Separate Papers by the Two Authors, with Discussion by Cartan, Chabauty, Dubreil, Ehresmann, Fréchet, Hyppolite, Paul Lévy, Schrecker, and the Authors. Bulletin de la Société Française de Philosophie, Vol. 40, No. 1 , Pp. 1–39. [REVIEW]Max Black - 1947 - Journal of Symbolic Logic 12 (1):21-22.
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  23.  9
    Review: Jean Cavailles, Albert Lautman, La Pensee Mathematique. [REVIEW]Max Black - 1947 - Journal of Symbolic Logic 12 (1):21-22.
  24.  16
    Jean Cavaillès' aanloop tot de wetenschapstheorie.P. Cortois - 1990 - Tijdschrift Voor Filosofie 52:100-120.
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  25.  17
    Apres Jean Cavailles, l'histoire des mathematiques.Alain Michel - 1998 - Philosophia Scientiae 3 (1):113-137.
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  26. Jean Cavaillès, Philosophe Et Combattant.Gabrielle Ferrières & Gaston Bachelard - 1950 - Presses Universitaires de France.
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  27. Review: Jean Cavailles, Transfini et Continu. [REVIEW]Leon Henkin - 1948 - Journal of Symbolic Logic 13 (3):143-144.
  28.  87
    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 (...)
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  29.  13
    Jean Cavaillès Et la «Philosophie du Concept».Elisabeth Schwartz - 1998 - Philosophia Scientiae 3 (1):79-97.
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  30. Jean Cavaillès, philosophe et combattant.Gabrielle Ferrières & Gaston Bachelard - 1952 - Revue Philosophique de la France Et de l'Etranger 142:103-103.
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  31.  14
    Review: Jean Cavailles, Remarques Sur la Formation de la Theorie Abstraite des Ensembles. [REVIEW]A. Fraenkel - 1938 - Journal of Symbolic Logic 3 (4):167-168.
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  32.  9
    Jean Cavaillès et l'histoire.Gilles Gaston Granger - 1998 - Philosophia Scientiae 3 (1):65-77.
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  33.  16
    Jean Cavaillès Et l'Histoire/Jean Cavaillès and History.Gilles Gaston Granger - 1996 - Revue d'Histoire des Sciences 49 (4):569-582.
  34.  35
    Jean cavailles ou la montée vers Spinoza.Gilles G. Granger - 1947 - Les Etudes Philosophiques 2 (3/4):271 - 279.
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  35.  10
    Review: Jean Cavailles, Mathematiques et Formalisme. [REVIEW]Alonzo Church - 1950 - Journal of Symbolic Logic 15 (2):143-144.
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  36.  1
    Not Phenomenology’s ‘Other’: Historical Epistemology’s Critique and Expansion of Phenomenology.David M. Peña-Guzmán - 2020 - In Iulian Apostolescu (ed.), The Subject of Phenomenology. Rereading Husserl. Springer. pp. 355-380.
    While there are important tensions between French historical epistemology and classical phenomenology as modes of thought, fixation on these differences has obstructed recognition of their similarities. Using the writings of Jean Cavaillès and Gaston Bachelard as case studies, this chapter shows that historical epistemology may be read as simultaneously critiquing and expanding the phenomenological project originated by Husserl in the early twentieth century. The author rebuffs the widespread conception that historical epistemology is phenomenology’s ‘Other’ and calls for further research (...)
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  37.  3
    Le « Testament Philosophique » de Jean Cavaillès : Vers Une Logique de la Création?Élisabeth Schwartz - 2020 - Revue de Métaphysique et de Morale 2:165.
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  38. L'épistémologie Mathématique de Jean Cavailles≫.H. Sinaceur - 1987 - Revue D’Histoire des Sciences 40:5-30.
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  39. Jean Cavaillès, esperienza e storia.Pierre Cassou-noguès - 2006 - Discipline Filosofiche 16 (2).
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  40. Jean Buridan's De Motibus Animalium.Frederick Scott, Herman Shapiro & Jean Buridan - 1967 - Isis 58:533-552.
  41.  56
    Jean Buridan's Philosophy of Science.Peter King - 1987 - Studies in History and Philosophy of Science Part A 18 (2):109.
    introduced the concept of effective demand in the nascent science of economics; his discussions of astronomy were acute enough to raise Duhem’s interest. Neither are Buridan’s credentials as a nominalist in doubt, although investigation into his precise relation to William of Ockham continues: he rejected all abstract entities, whether universals, common natures, the complexe significabile, or types above and beyond tokens; for Buridan, every thing which exists is a concrete individual. His anti-realism included an epistemological component as well, for Buridan (...)
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  42.  39
    Cavaille`s, Husserl and the Historicity of Science.David Webb - 2003 - Angelaki 8 (3):59 – 72.
  43.  6
    Pratique mathématique et lectures de Hegel, de Jean Cavaillès à William Lawvere.Baptiste Mélès - 2012 - Philosophia Scientae 16:153-182.
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  44.  10
    Mathématique et philosophie: Jean Cavaillès et Albert Lautman.Michel Blay - 1987 - Revue d'Histoire des Sciences 40 (1):3-3.
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  45.  33
    The Reality of Jean Perrin's Atoms and Molecules.Robert Hudson - 2020 - British Journal for the Philosophy of Science 71 (1):33-58.
    Jean Perrin’s proof in the early-twentieth century of the reality of atoms and molecules is often taken as an exemplary form of robustness reasoning, where an empirical result receives validation if it is generated using multiple experimental approaches. In this article, I describe in detail Perrin’s style of reasoning, and locate both qualitative and quantitative forms of argumentation. Particularly, I argue that his quantitative style of reasoning has mistakenly been viewed as a form of robustness reasoning, whereas I believe (...)
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  46. Een herdenkingscolloquium voor Jean cavaillès.P. Cortois - 1985 - Tijdschrift Voor Filosofie 47 (1):161-164.
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  47.  23
    Philosophie Mathématique. Par Jean Cavaillès. Collection « Histoire de la Pensée », Hermann. Paris, 1962. 274 Pages. [REVIEW]Yvon Gauthier - 1971 - Dialogue 10 (4):818-821.
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  48.  31
    Structure et concept dans l'épistémologie mathématique de Jean Cavaillès.Hourya Benis-Sinaceur - 1987 - Revue d'Histoire des Sciences 40 (1):5-30.
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  49.  18
    Lettres inédites de Jean Cavaillès à Albert Lautman.Hourya Benis-Sinaceur - 1987 - Revue d'Histoire des Sciences 40 (1):117-128.
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  50.  5
    Bibliographie de Jean Cavaillès.Paul Cortois - 1998 - Philosophia Scientiae 3 (1):157-174.
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