1) philosophy of mathematics
数学哲学
1.
In history, the philosophy of mathematics was more often than not studied specifically by mathematicians or philosopher.
在历史上,数学哲学对数学教育很少有直接影响,而现在,数学哲学的研究,已被置身于数学与社会相互作用的广阔背景上,因而若再不重视和探求数学哲学在数学教育中的应用,则将得不到社会需求所提供的发展动力。
2.
We could only try to argue the intellectual enquiries in accordance with the theory of philosophy of mathematics, and we have to leave the subjective comments which lack of the basis of theory to face up to the testing of the theory of philosophy of mathematics.
对这种文化差异而产生的有关数学哲学的思辨 ,我们只能依据数学哲学的理论进行论证 ,对于那些缺乏理论依据的主观性评述应当让其接受数学哲学的理论检验。
3.
The paper briefly introduces Imre Lakatos and Paul Ernest s contributions to the philosophy of mathematics.
拉卡托斯(Imre Lakatos,1922-1974)的数学哲学是超越传统数学哲学的大胆创新之一,它把历史、方法论和易谬主义认识论融合于数学哲学领域中,突破了传统的基础主义数学哲学的局限,由此发起了一场对数学哲学的重建运动。
2) mathematics philosophy
数学哲学
1.
All mentioned above are based on the analyzing the foundation viewpoint of modern mathematics philosophy.
在对现代数学哲学基本观点分析的基础上,阐述了当代数学教育哲学的数学观、价值观及其认识论特点,以及它们在我国教育实践——新课程标准中的体现。
2.
Mathematics education reform proposed new request to mathematics education and mathemat- ics teacher s training,Enhances the related mathematics philosophy,mathematics philosophy of educa- tion and mathematics culture theory and the education,must be mathematics education theory question which at present receives especially takes.
数学教育改革对数学教育及数学教师的培训提出了新的要求,提高相关的数学哲学、数学教育哲学及数学文化的理论与教育,应当是目前格外受到重视的数学教育的理论问题。
3.
This paper reviews the development of mathematics philosophy, shows the transition of the view of mathematics from absolutism to non-absolutism in mathematics philosophy, and expounds the influence of mathematics philosophy to mathematics education.
数学哲学对数学教育有着深刻的影响。
4) math philosophy
数学哲学
1.
It also discusses some issues concerning the math philosophy derived from it.
本文从数学实验的基本特征出发 ,阐述了数学实验教学的基本内容、方法和意义 ,并对由此引出的数学哲学方面的几个问题做了一些探讨。
5) philosophy of the image-number
象数哲学
补充资料：汉代宗教哲学(见中国佛教哲学、道教哲学)
汉代宗教哲学(见中国佛教哲学、道教哲学)
religious philosophy of the Han dynasty
日andal zongj飞ao汉代害教贯觉、沙冀黑袱雾默攀
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条