@article{PHSC_2005__9_2_41_0, author = {Heintz, Christophe}, title = {Psychologism and the cognitive foundations of mathematics}, journal = {Philosophia Scientiae}, pages = {41--59}, publisher = {\'Editions Kim\'e}, volume = {9}, number = {2}, year = {2005}, language = {fr}, url = {http://www.numdam.org/item/PHSC_2005__9_2_41_0/} }
Heintz, Christophe. Psychologism and the cognitive foundations of mathematics. Philosophia Scientiae, Aperçus philosophiques en logique et en mathématiques, Tome 9 (2005) no. 2, pp. 41-59. http://www.numdam.org/item/PHSC_2005__9_2_41_0/
[1] Knowledge and Social Imagery, 2nd ed., Chicago : University of Chicago Press.
1991.-[2] What Can the Sociologist of Knowledge Say About 2+2=4 ? in P. Ernest (ed.), Mathematics, Education and Philosphy, London : Falmer, Chapter 2.
1994.-[3] Wittgenstein on Rules and Institutions, London : Routledge.
1997.-[4] La Bosse des Maths, Paris : Odile Jacob.
1996.-[5] La Norme du Vrai, Philosophie de la Logique, Paris : Gallimard.
1989.-[6] The cultural and evolutionary history of the real numbers, in S. Levinson & P. Jaisson (Eds.), Culture and evolution, Cambridge, MA : MIT Press.
, , & 2002.-[7] Non-verbal numerical cognition : From reals to integers, Trends in Cognitive Sciences, 4, 59-65.
, & 2000.-[8] Can mathematical concepts allow cultural analysis : An illustration, in J. Goggin & M. Burke (eds.), Travelling Concepts II : Frame, Meaning and Metaphor, Amsterdam : ASCA Press.
2002.-[9] Psychologism, London : Routledge.
1995.-[10] Deduction, Hillsdale, NJ : Lawrence Erlbaum Associates.
, & 1991.-[11] Proofs and Refutations, Cambridge : CUP. | MR | Zbl
1976.-[12] Cauchy and the continuum : The significance of non-standard analysis for the history and philosophy of mathematics, Mathematics Intelligencer, 1(3), 151-161. | MR | Zbl
1978.-[13] A Border Dispute, the Place of Logic in Psychology, Cambridge : MIT Press.
1986.-[14] The Logical Foundations of Cognition, New-York : Oxford University Press. | MR
& (eds) 1994.-[15] Perception and mathematical intuition, Philosophical Review, 89, 163-196.
1980.-[16] The roots of contemporary Platonism, Journal of Symbolic Logic, 54, 1121-1144. | MR | Zbl
1989.-[17] Realism in Mathematics, Oxford : Oxford University Press. | MR | Zbl
1990.-[18] Set theoretic naturalism, Journal of Symbolic Logic, 61, 490-514. | MR | Zbl
1996.-[19] The Logic of quantum Mechanics, in Mathematics, Matters and Method, Cambridge : Cambridge University Press. L'intelligence dévoile enfin sa vraie nature : toute pensée est un calcul !, Science et Vie, numéro 1013, février 2002.
1968.-[20] Explaining culture : A naturalistic approach, Oxford : Blackwell.
1996.-