Conceptions of Intuition in Poincar6＇s Philosophy of Mathematics  

作　　者：Olga Pombo 

机构地区：[1]University of Lisbon

出　　处：《Journal of Philosophy Study》2012年第6期384-397,共14页哲学研究（英文版）

摘　　要：The aim of this paper is to contribute to the identification and characterization of the various types of intuition put forward by Poincar6, taking his texts as a laboratory for looking for what intuition might be. I will stress that these diverse conceptions are mainly formulated in the context of Poincar6＇s controversies in opposition to logicism, to formalism, and in the context of Poincar6＇s very peculiar conventionalism. I will try to demonstrate that, in each case, Poincar~ comes close to a specific tradition （Kant, of course, but also Leibniz and Peirce）.

关 键 词：Poincar6 INTUITION Poincar6＇s philosophy of mathematics LOGICISM FORMALISM conventionalism Kant LEIBNIZ PEIRCE 

分 类 号：O1-0[理学—数学] O172[理学—基础数学]