Books of Essays: Sébastien Gandon and Ivahn Smadja, eds. Philosophie de Mathématiques: Ontologie, Vérité et Fondements.

Books of Essays: Sébastien Gandon and Ivahn Smadja, eds. Philosophie de Mathématiques:... Books of Essays 151 Carlo H. S´ equin and Raymond Shiau, Rendering Pacioli’s rhombicuboctahe- dron, pp. 106–120 + colour plates. Jeremy Gray, Who would have won the Fields Medal 150 years ago?, pp. 121–129. Noson S. Yanofsky, Paradoxes, contradicitons, and the limis of science, pp. 130–144. Jean-Pierre Marquis, Stairway to heaven: The abstract method and levels of abstraction in mathematics, pp. 145–171. Robert Bain, Are our brains Bayesian?, pp. 172–181. Graham Southorn, Great expectations: The past, present, and future of prediction, pp. 182–192. Mircea Pitici, Notable writings, pp. 199–219. 10.1093/philmat/nky001 Advance Access Publication on January 18, 2018 S´ ebastien Gandon and Ivahn Smadja, eds. Philosophie de Math´ e- matiques: Ontologie, V´ erit´ e et Fondements. Textes cl´ es. Ivahn Smadja, Anne-Marie Boivert, S´ ebastien Gandon, Brice Halimi, S´ ebastien Maronne, and Benoiˆ ıt Timmermans, trans. Paris: Vrin, 2014. ISBN 978-2-7116-2478-2 (hbk). Pp. 360. AUTHORS AND TITLES S. Gandon and I. Smadja, Introduction, pp. 7–29. Partie 1: Les dilemmes de Benacerraf S´ ebastien Gandon and Ivahn Smadja, Pr´ esentation, pp. 33–44. P. Benacerraf, Ce que les nombres ne peuvent pas ˆ etre, pp. 45–73. P. Benacerraf, La v´ erit´ e math´ ematique, pp. 75–96. Partie 2: R´ ealismes, Nominalismes et arguments d’indispensabilit´ e S´ ebastien Gandon and Ivahn Smadja, Pr´ esentation, pp. 99–116. H. Putnam, Qu’est-ce que la v´ erit´ e math´ ematique (extrait), pp. 117–127. H. Putnam, Philosophie de la logique (extrait), pp. 129–137. H. Field, Pour une science sans nombres (extrait), pp. 139–168. M. Steiner, L’application des math´ ematiques aux sciences de la nature, pp. 169–201. Partie 3: Fondationalismes revisit´ es: logicisme, intuitionisme et formalisme S´ ebastien Gandon and Ivahn Smadja, Pr´ esentation, pp. 205–239. R.G. Heck, Jr, Introduction au th´ eor` eme de Frege, pp. 241–280. M. Detelfsen, L’intuitionisme de Brouwer, pp. 281–326. Bibliographie g´ en´ erale, pp. 327–345. 10.1093/philmat/nkx037 Advance Access publication on December 21, 2017 Downloaded from https://academic.oup.com/philmat/article-abstract/26/1/151/4769395 by Ed 'DeepDyve' Gillespie user on 16 March 2018 http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png Philosophia Mathematica Oxford University Press

Books of Essays: Sébastien Gandon and Ivahn Smadja, eds. Philosophie de Mathématiques: Ontologie, Vérité et Fondements.

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Oxford University Press
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0031-8019
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10.1093/philmat/nkx037
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Abstract

Books of Essays 151 Carlo H. S´ equin and Raymond Shiau, Rendering Pacioli’s rhombicuboctahe- dron, pp. 106–120 + colour plates. Jeremy Gray, Who would have won the Fields Medal 150 years ago?, pp. 121–129. Noson S. Yanofsky, Paradoxes, contradicitons, and the limis of science, pp. 130–144. Jean-Pierre Marquis, Stairway to heaven: The abstract method and levels of abstraction in mathematics, pp. 145–171. Robert Bain, Are our brains Bayesian?, pp. 172–181. Graham Southorn, Great expectations: The past, present, and future of prediction, pp. 182–192. Mircea Pitici, Notable writings, pp. 199–219. 10.1093/philmat/nky001 Advance Access Publication on January 18, 2018 S´ ebastien Gandon and Ivahn Smadja, eds. Philosophie de Math´ e- matiques: Ontologie, V´ erit´ e et Fondements. Textes cl´ es. Ivahn Smadja, Anne-Marie Boivert, S´ ebastien Gandon, Brice Halimi, S´ ebastien Maronne, and Benoiˆ ıt Timmermans, trans. Paris: Vrin, 2014. ISBN 978-2-7116-2478-2 (hbk). Pp. 360. AUTHORS AND TITLES S. Gandon and I. Smadja, Introduction, pp. 7–29. Partie 1: Les dilemmes de Benacerraf S´ ebastien Gandon and Ivahn Smadja, Pr´ esentation, pp. 33–44. P. Benacerraf, Ce que les nombres ne peuvent pas ˆ etre, pp. 45–73. P. Benacerraf, La v´ erit´ e math´ ematique, pp. 75–96. Partie 2: R´ ealismes, Nominalismes et arguments d’indispensabilit´ e S´ ebastien Gandon and Ivahn Smadja, Pr´ esentation, pp. 99–116. H. Putnam, Qu’est-ce que la v´ erit´ e math´ ematique (extrait), pp. 117–127. H. Putnam, Philosophie de la logique (extrait), pp. 129–137. H. Field, Pour une science sans nombres (extrait), pp. 139–168. M. Steiner, L’application des math´ ematiques aux sciences de la nature, pp. 169–201. Partie 3: Fondationalismes revisit´ es: logicisme, intuitionisme et formalisme S´ ebastien Gandon and Ivahn Smadja, Pr´ esentation, pp. 205–239. R.G. Heck, Jr, Introduction au th´ eor` eme de Frege, pp. 241–280. M. Detelfsen, L’intuitionisme de Brouwer, pp. 281–326. Bibliographie g´ en´ erale, pp. 327–345. 10.1093/philmat/nkx037 Advance Access publication on December 21, 2017 Downloaded from https://academic.oup.com/philmat/article-abstract/26/1/151/4769395 by Ed 'DeepDyve' Gillespie user on 16 March 2018

Journal

Philosophia MathematicaOxford University Press

Published: Feb 1, 2018

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