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Marcel Guillaume [13]Marc Guillaume [5]
  1. Radical Alterity.Jean Baudrillard & Marc Guillaume - 2008 - Semiotext(E).
  2.  48
    La logique mathématique en France entre les deux guerres mondiales : Quelques repères.Marcel Guillaume - 2009 - Revue d'Histoire des Sciences 62 (1):177-219.
    Une première période où les influences mêlées d’Alessandro Padoa et de Bertrand Russell s’exercent en France culmine avec les essais philosophiques de Jean Nicod. Une seconde période voit fleurir les travaux du mathématicien Jacques Herbrand ; avant de périr, il laisse son nom à un théorème fondamental. Suit une période de débats entre philosophes, mathématiciens et physiciens, stimulés en 1935 et 1937 par la tenue à Paris de deux congrès consacrés, totalement ou en partie, à la philosophie des sciences. Paulette (...)
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  3.  16
    On the Philosophical Import of Some Accomplishments of Newton da Costa.Marcel Guillaume - 2011 - Principia: An International Journal of Epistemology 15 (1):7-14.
    Das obras de Newton da Costa, muitas pessoas na França conhecem apenas o renascimento da paraconsistência. Apresentamos algumas razões em defesa de investigações nessa parte da lógica. Acima de tudo, porém, relembramos uma das maiores contribuições de Newton da Costa: sua demonstração, em 1991, em colaboração com Doria, da indecidibilidade gödeliana do movimento na física matemátcia, um resultado que foi de certa forma previsto, por outras razões, por Duhem em 1906. DOI: 10.5007/1808-1711.2011v15n1p7.
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  4.  10
    Rapports Entre Calculs Propositionnels Modaux Et Topologie Impliqués Par Certaines Extensions de la Méthode des Tableaux Sémantiques. Système de Fey-von Wright.Marcel Guillaume - 1960 - Journal of Symbolic Logic 25 (3):296-297.
  5. Marx En Jeu.Jacques Derrida, Marc Guillaume & Jean-Pierre Vincent - 1997
     
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  6.  43
    Certains Aspects Syntactiques d'Une Notion de Modele: Relativisation d'Une Fonction Logique de Choix.Marcel Guillaume - 1960 - Synthese 12 (2-3):236 - 248.
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  7. Essai Sur la Genèse de la Méthode des Tableaux de Beth.Marcel Guillaume - 1998 - Philosophia Scientiae 3 (4):235-277.
  8.  45
    Julius Konig et les Principes Aristoteliciens.Marcel Guillaume - 2009 - Principia: An International Journal of Epistemology 13 (2):153-164.
    In his posthumous book from 1914, "New foundations of logic, arithmetic and set theory", Julius Konig develops his philosophy of mathematics. In a previous contribution, we attracted attention on the positive part (his truth and falsehood predicates being excluded) of his "pure logic": his "isology" being assimilated to mutual implication, it constitutes a genuine formalization of positive intuitionistic logic. Konig's intention was to rebuild logic in such a way that the excluded third's principle could no longer be logical. However, his (...)
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  9.  9
    Julius Konig et les Principes Aristoteliciens.Marcel Guillaume - 2009 - Principia: An International Journal of Epistemology 13 (2):153-164.
    In his posthumous book from 1914, “New foundations of logic, arithmetic andset theory”, Julius König develops his philosophy of mathematics. In a previous contribution, we attracted attention on the positive part of his “pure logic”: his “isology” being assimilated to mutual implication, it constitutes a genuine formalization of positive intuitionistic logic. König’s intention was to rebuild logic in such a way that the excluded third’s principle could no longer be logical. However, his treatment of truth and falsehood is purely classical. (...)
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  10. Mathematical Logic in France During the Two World Wars: Some Guidelines.Marcel Guillaume - 2009 - Revue d'Histoire des Sciences 62 (1):177.
     
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  11.  39
    Quelques Remarques Sur Les 'Tableaux de Beth'.Marcel Guillaume - 1966 - Synthese 16 (1):27 - 33.
  12.  15
    Quelques Remarques Sur Les?Tableaux de Beth?Marcel Guillaume - 1966 - Synthese 16 (1):27-33.
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  13.  33
    Simplified Models Establishing Some of Né:Zondet's Results on Erdös–Woods Conjecture.Marcel Guillaume - 2000 - Synthese 125 (1-2):133 - 146.
    The first step of the construction of Nézondet's models of finite arithmetics which are counter-models to Erdös–Woods conjecture is to add to the natural numbers the non-standard numbers generated by one of them, using addition, multiplication and divisions by a natural factor allowed in an ultrapower construction. After a review of some properties of such a structure, we show that the choice of the ultrafilter can be managed, using just the Chinese remainder's theorem, so that a model as desired is (...)
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  14.  12
    Simplified Models Establishing Some of Né:Zondet's Results on Erdös–Woods Conjecture.Marcel Guillaume - 2000 - Synthese 125 (1):133-146.
    The first step of the construction of Nézondet's models of finite arithmetics which are counter-models to Erdös-Woods conjecture is to add to the natural numbers the non-standard numbers generated by one of them, using addition, multiplication and divisions by a natural factor allowed in an ultrapower construction. After a review of some properties of such a structure, we show that the choice of the ultrafilter can be managed, using just the Chinese remainder's theorem, so that a model as desired is (...)
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  15. Vers l'Autre in Michel de Certeau. Le Voyage Mystique.Marc Guillaume - 1988 - Recherches de Science Religieuse 76 (3):399-404.
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  16.  4
    On the Philosophical Import of Some Accomplishments of Newton da Costa DOI: 10.5007/1808-1711.2011v15n1p7.Marcel Guillaume - 2011 - Principia: An International Journal of Epistemology 15 (1):7-14.
    From Newton da Costa’s works, many people in France know only the revival of paraconsistency. We give some reasons in defence of investigations in this part of logic. But above all we recall one of the major contributions of Newton da Costa: his proof, in 1991, in collaboration with Doria, of the gödelian undecidability of motion in mathematical physics, a result which was somewhat foreseen on other grounds by Duhem in 1906.
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