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Gerhard Heinzmann

  •  Home
  •  Publications
    66
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  • All publications (66)
  • Henri Poincare: Science et Philosophie. Congres International Nancy 1994
    with Jean-Louis Greffe, Kuno Lorenz, and I. Grattan-Guinness
    Annals of Science 54 (1): 98-98. 1997.
  •  32
    Umfangslogik, Inhaltslogik, Theorematic Reasoning
    In Evandro Agazzi & György Darvas (eds.), Philosophy of Mathematics Today, Kluwer Academic Publishers. pp. 353--361. 1997.
  •  2
    Poincaré on understanding Mathematics
    Philosophia Scientiae 3 (2): 43-60. 1998.
    Philosophy of Mathematics, MiscellaneousEpistemology of MathematicsHistory: Philosophy of Mathematic…Read more
    Philosophy of Mathematics, MiscellaneousEpistemology of MathematicsHistory: Philosophy of Mathematics
  •  35
    La pensée mathématique en tant que constructrice de réalités nouvelles
    Philosophia Scientiae 3 (1): 99-111. 1998.
  •  35
    L'épistémologie mathématique de Gonseth dans la perspective du pragmatisme de Pierce
    Dialectica 44 (3/4): 279-286. 1990.
    According to a pragmatist, philosophical thought bears on the link between the construction and the description of mathematical objects. Thanks to his development of «theorematic reasoning», Peirce succeeded in bringing forward a pragmatic interpretation of a mathematical structure, exhibiting however an inherent vagueness with regard to the categoricalness of the structure. — In this matter, Gonseth's model of reconstruction of an axiomatic system can be resorted to: the logical genesis of a st…Read more
    According to a pragmatist, philosophical thought bears on the link between the construction and the description of mathematical objects. Thanks to his development of «theorematic reasoning», Peirce succeeded in bringing forward a pragmatic interpretation of a mathematical structure, exhibiting however an inherent vagueness with regard to the categoricalness of the structure. — In this matter, Gonseth's model of reconstruction of an axiomatic system can be resorted to: the logical genesis of a structure considered in his «Idoneism» corresponds to Peirce's program of explaining the meaning of a concept by means of a cumulative sequence of interpretants.
    Charles Sanders Peirce
  •  24
    Constructivism: Mathematics, Logic, Philosophy and Linguistics (edited book)
    with Giuseppina Ronzitti
    . 2006.
    Intuitionism and Constructivism
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