摘要
文章简要叙述了十九世纪和二十世纪几何学的重要发展发展,总结其中的重要思想方法特点。结合几何发展的特点,指出其中的某些思想对于研究生数学教育的若干启示。
Briefly describe the 19th and 20th century important development of geometry, and summarize the characteristics of the important thought method. Combined with the geometric characteristics, point out that some of these ideas are provided for the inspiration of graduates＇ education in mathematics.
出处
《科教导刊》
2013年第22期41-42,59,共3页
The Guide Of Science & Education
关键词
微分几何
代数几何
拓扑
指标理论
differential geometry
algebraic geometry
topology
index theory
