摘要
数学尤其是几何学对哲学的影响极为深远,在哲学发展的各个阶段都闪耀着数学的光芒。透视不同阶段著名哲学家的哲学和数学思想,不难发现数学与哲学本体论、认识论和方法论的逻辑联系:数学与哲学同宗同源;数学问题是哲学问题提出的前提和根据;数学方法是构建哲学体系的重要方法之一。数学的研究对象、本质特征、学科性质使它与西方哲学结下了不解之缘。
Mathematics,particulor geometry,has a far-reaching impact on philosophy,which shines with the brilliance at every suage of the development of philosophy.Based on the history of Western philosophy and the thinking of the famous philosopher at various stages about Mathematics and philosophy,the dissertation reveals a important status of mathematics from ontology,epistemology and methodology,demonstrates that mathematical and philosophical have a some clan origin.Mathematical questions are a premise and basis on proposing Philosophical questions.Mathematica method is one of the methods for the establishment of philosophical system.Because of the main methods for the establishment of phlosophical system.Because of the object,esscentral characteristics of mathematics and the nature of its subject,Mathematios tied specially with Western Philosophy.
出处
《长治学院学报》
2009年第5期50-54,共5页
Journal of Changzhi University
基金
山西省教育科学"十一五"规划课题"新课程背景下数学文化教育的实施策略研究"(GH-09224)
关键词
数学
西方哲学
数学哲学
Mathematics
Western Philosophy
Philosophy of Mathematics
