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  1.  3
    Russell et le cercle des paradoxes.Philippe de Rouilhan - 1996 - Paris: Presses universitaires de France.
    Cette édition numérique a été réalisée à partir d'un support physique, parfois ancien, conservé au sein du dépôt légal de la Bibliothèque nationale de France, conformément à la loi n° 2012-287 du 1er mars 2012 relative à l'exploitation des Livres indisponibles du XXe siècle. Pages de début Avertissement Les paradoxes logiques Première partie - Signification et dénotation Les expressions simplement significatives et une catégorie d'expressions dénotatives : les descriptions définies Autres catégories d'expressions dénotatives L'élimination des expressions dénotatives Seconde partie - (...)
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  2. In Defense of Logical Universalism: Taking Issue with Jean van Heijenoort. [REVIEW]Philippe de Rouilhan - 2012 - Logica Universalis 6 (3-4):553-586.
    Van Heijenoort’s main contribution to history and philosophy of modern logic was his distinction between two basic views of logic, first, the absolutist, or universalist, view of the founding fathers, Frege, Peano, and Russell, which dominated the first, classical period of history of modern logic, and, second, the relativist, or model-theoretic, view, inherited from Boole, Schröder, and Löwenheim, which has dominated the second, contemporary period of that history. In my paper, I present the man Jean van Heijenoort (Sect. 1); then (...)
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  3. Carnap on logical consequence for languages I and II.Philippe de Rouilhan - 2009 - In Pierre Wagner (ed.), Carnap's Logical Syntax of Language. Palgrave-Macmillan.
  4.  51
    On what there are.Philippe de Rouilhan - 2002 - Proceedings of the Aristotelian Society 102 (2):183–200.
    Is second-order quantification legitimate? For Quine, it was pure non-sense, unless construed as first-order quantification in disguise, ranging over sets. Boolos rightly maintained that it could be interpreted in terms of plural quantification, but claimed that it then ranged over the same individuals as singular, first-order quantification. I protest that plural quantification ranges over what I call multiplicities. But what is a 'multiplicity'? And does this idea itself not fall prey to something like Frege's paradox?
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  5.  60
    For a Truth-Conditional Semantic Solution to Frege-Like Paradoxes.Philippe de Rouilhan - unknown
  6. Carnap and the semantical explication of analyticity.Philippe de Rouilhan - 2012 - In Pierre Wagner (ed.), Carnap's Ideal of Explication and Naturalism. Palgrave-Macmillan.
  7.  2
    Frege: les paradoxes de la représentation.Philippe de Rouilhan - 1988 - Les Editions de Minuit.
  8. Le Menteur.Philippe de Rouilhan - 1984 - The Temps de la Réflexion 5:271.
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  9. Les tableaux de Beth: Syntaxe ou sémantique?Philippe De Rouilhan - 1998 - Philosophia Scientiae 3 (4):303-322.
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  10. Sur la formation de la notion de validité.Philippe de Rouilhan - 1990 - Acta Universitatis Lodziensis. Folia Philosophica. Ethica-Aesthetica-Practica 7:135-149.
    Na gruncie myśli współczesnej próbowano określić pojęcie wynikania logicznie poprawnego. Odsyła to do pojęcia form (logicznych) wypowiedzi logicznie prawdziwych, a więc do formuł tautologicznych. W dyskusji na ten temat jedno ze stanowisk ma charakter syntaktyczny i zewnętrzny (Frege, Russell), inna ma charakter semantyczny i wewnętrzny. Formuła tautologiczna to z definicji formuła prawdziwa dla wszystkich interpretacji liter schematycznych. Jak rozumieć pojęcie "wszystkie interpretacje”? Istnieje w tym względzie kilka propozycji; jedna z nich pochodzi od Tarskiego, inna od Hilberta i Ackermanna. Pokazując, dlaczego (...)
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  11. Logique et fondements des mathématiques. Anthologie.François Rivenc, Philippe de Rouilhan, George Boole & Souleymane Bachir Diagne - 1993 - Revue Philosophique de la France Et de l'Etranger 183 (4):736-739.
     
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  12.  16
    Ontological Commitment to Multiplicities.Philippe de Rouilhan - unknown
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  13.  22
    Note sur l'ordre de IF: Hintikka at-il véritablement découvert la véritable logique élémentaire?Philippe De Rouilhan - 2005 - Philosophia Scientiae 9 (1):141-150.
    Is IF logic the true elementary logic, as Hintikka claims? Moreover is it truly elementary, viz. first-order, in the first place? One is tempted to answer no, because of the extraordinary power of this logic in comparison with ordinary first-order logic. However impressive this objection may be, it misses its aim. A direct refutation is needed, grounded on an analysis of the notion of order.RésuméLa logique IF est-elle la véritable logique élémentaire, comme le prétend Hintikka ? Mais, d’abord, est-elle véritablement (...)
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  14.  9
    Truth at Work: Generalizing and Solving Frege's Paradox.Philippe de Rouilhan - unknown
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  15.  14
    The Basic Problem of the Logic of Meaning (I).Philippe De Rouilhan - 2004 - Revue Internationale de Philosophie 3:329-372.
  16.  12
    Présentation.Philippe De Rouilhan - 2004 - Revue Internationale de Philosophie 3:247-256.
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  17.  9
    Russell and the Vicious Circle Principle.Philippe De Rouilhan - 1992 - Philosophical Studies 65 (1/2):169.
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  18.  7
    Russell and the Meaning of Contradiction.Philippe de Rouilhan - unknown
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  19.  9
    Towards finishing off the axiom of reducibility.Philippe de Rouilhan - 1996 - Philosophia Scientiae 1 (3):17-35.
  20. Écrits posthumes.Gottlob Frege, Philippe de Rouilhan & Claudine Tiercelin - 2000 - Revue Philosophique de la France Et de l'Etranger 190 (4):520-521.
     
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  21.  5
    Which Model Theory?Philippe de Rouilhan - unknown
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  22.  5
    Three Grades of Internalization of Truth.Philippe de Rouilhan - unknown
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  23.  4
    Remarks on Recursive Definitions of Truth.Philippe de Rouilhan - unknown
    For the sake of simplicity, we adopt the same logical frame as Tarski's in his Wahrheitsbegriff (Wb). There, Tarski is mainly interested in the possibility of explicitely defining truth for an object-language, he does not pay much attention to recursive definitions of truth. We say why. However, recursive definitions have advantages of their own. In particular, we prove the positive theorem: if L is of finite order ≥ 4, then a recursive definition is possible for L in a metalanguage of (...)
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