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Michel De Glas

Biographic Data

ID7351204
NAMEMichel De Glas
GIVEN NAMESMichel
FAMILY NAMEDe Glas
SIGNATUREDE GLAS M
VERIFIEDNo
TOTAL WORKS6
TOTAL CITATIONS0
WORKS AS AUTHOR5
WORKS AS EDITOR1
FIRST PUBLICATION YEAR1996
LATEST PUBLICATION YEAR2020
H-INDEX0
  • Turing

    Michel De Glas•ARTICLE•Intellectica Revue de l…•2020

    Turing : Uncalculability and Unpredictability. The objective of this paper is to highlight the co-presence, in Turing’s work, of two competing lines of research : one line the objective of which is to challenge the limits of calculability and then to consider the possibility of a thinking machine ; the other line, relying upon the non coincidence of determinism and predictability of dynamical systems, that leads to the irreducibility of a human b…

  • Turing, du paradigme de l’écriture formelle à l’émergence non-écrite des formes. Introduction au dossier

    Michel De Glas, Jean Lassègue•EDITOR•ARTICLE•Intellectica Revue de l…•2020

    Turing, from the Paradigm of Formal Writing to the Non-Written Emergence of Forms. The article is an introduction to the “Looking back at Turing : His Heritage Today” special issue # 72 of the review Intellectica and defends a new interpretation of Turing’s work : far from considering computation in an abstract way without taking into consideration its anthropological conditions of possibility, computation thereby appears as instituting a new sta…

  • Introduction. Le continu mathématique

    Michel De Glas•ARTICLE•Intellectica Revue de l…•2009

    De Glas Michel. Introduction. Le continu mathématique : nouvelles conceptions, nouveaux enjeux. In: Intellectica. Revue de l'Association pour la Recherche Cognitive, n°51, 2009/1. Le continu mathématique. Nouvelles conceptions, nouveaux enjeux. pp. 7-31

  • Sortir de l'enfer cantorien

    Michel De Glas•ARTICLE•Intellectica Revue de l…•2009

    Getting away from the Cantorian hell. Having briefly recalled the paradoxes conveyed by the mathematical continuum and the infinite, inherited from the founding works of Cantor and Dedekind, we show that the various mathematical constructivisms, despite their neo-aristotelian inspiration, prove to be unable to escape actualism and mathematical platonism. This problem actually is, not only, one the key problems in the philosophy of mathematics, bu…

  • Du temps linguistique comme idéalisation d'un temps phénoménal

    Michel De Glas, J-P Desclés et al.•ARTICLE•Intellectica Revue de l…•1996

    Of Linguistic Time as an Idealization of a Phenomenal Time. Linguistic time and phenomenal time, although strongly interrelated, are irreducible to each other. Having recalled the fundamental elements of linguistic time, the mathematical concepts which may provide convenient models to the representation of phenomenal time will be investigated. It will be shown that locology provides us with a logical-geometrical framework which allows to tackle p…

  • Logique et dynamique de la cognition

    Jean-Pierre Barthelemy, Michel De Glas et al.•ARTICLE•Intellectica Revue de l…•1996

    Cet article trace les grandes lignes d'un programme de recherche dont l'ambition est de jeter les bases d'une intégration des paradigmes logico-symbolique et connexionniste en sciences cognitives, en approfondissant les méthodes et les modèles mathématiques qui -de la logique formelle à la géométrie différentielle -seraient susceptibles d'éliminer toute modélisation dualiste et/ou réductionniste de la cognition. Ce projet se fonde sur l'idée que …

No prominent works on this page.

  • Du temps linguistique comme idéalisation d'un temps phénoménal

    Michel De Glas, J-P Desclés et al.•ARTICLE•Intellectica Revue de l…•1996

    Of Linguistic Time as an Idealization of a Phenomenal Time. Linguistic time and phenomenal time, although strongly interrelated, are irreducible to each other. Having recalled the fundamental elements of linguistic time, the mathematical concepts which may provide convenient models to the representation of phenomenal time will be investigated. It will be shown that locology provides us with a logical-geometrical framework which allows to tackle p…

  • Logique et dynamique de la cognition

    Jean-Pierre Barthelemy, Michel De Glas et al.•ARTICLE•Intellectica Revue de l…•1996

    Cet article trace les grandes lignes d'un programme de recherche dont l'ambition est de jeter les bases d'une intégration des paradigmes logico-symbolique et connexionniste en sciences cognitives, en approfondissant les méthodes et les modèles mathématiques qui -de la logique formelle à la géométrie différentielle -seraient susceptibles d'éliminer toute modélisation dualiste et/ou réductionniste de la cognition. Ce projet se fonde sur l'idée que …

  • Introduction. Le continu mathématique

    Michel De Glas•ARTICLE•Intellectica Revue de l…•2009

    De Glas Michel. Introduction. Le continu mathématique : nouvelles conceptions, nouveaux enjeux. In: Intellectica. Revue de l'Association pour la Recherche Cognitive, n°51, 2009/1. Le continu mathématique. Nouvelles conceptions, nouveaux enjeux. pp. 7-31

  • Sortir de l'enfer cantorien

    Michel De Glas•ARTICLE•Intellectica Revue de l…•2009

    Getting away from the Cantorian hell. Having briefly recalled the paradoxes conveyed by the mathematical continuum and the infinite, inherited from the founding works of Cantor and Dedekind, we show that the various mathematical constructivisms, despite their neo-aristotelian inspiration, prove to be unable to escape actualism and mathematical platonism. This problem actually is, not only, one the key problems in the philosophy of mathematics, bu…

  • Turing

    Michel De Glas•ARTICLE•Intellectica Revue de l…•2020

    Turing : Uncalculability and Unpredictability. The objective of this paper is to highlight the co-presence, in Turing’s work, of two competing lines of research : one line the objective of which is to challenge the limits of calculability and then to consider the possibility of a thinking machine ; the other line, relying upon the non coincidence of determinism and predictability of dynamical systems, that leads to the irreducibility of a human b…

  • Turing, du paradigme de l’écriture formelle à l’émergence non-écrite des formes. Introduction au dossier

    Michel De Glas, Jean Lassègue•EDITOR•ARTICLE•Intellectica Revue de l…•2020

    Turing, from the Paradigm of Formal Writing to the Non-Written Emergence of Forms. The article is an introduction to the “Looking back at Turing : His Heritage Today” special issue # 72 of the review Intellectica and defends a new interpretation of Turing’s work : far from considering computation in an abstract way without taking into consideration its anthropological conditions of possibility, computation thereby appears as instituting a new sta…

Philosophy (6 works) · Epistemology (4 works) · Psychology (4 works) · Cognitive science (3 works) · Computer Science (3 works) · Algorithm (2 works) · Computability, Logic, AI Algorithms (2 works) · Description number (2 works) · History and Theory of Mathematics (2 works) · Linguistics and Discourse Analysis (2 works)

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