| 1. | Li yan and the in the history of ancient chinese mathematics
李俨与中国古代圆周率 |
| 2. | Chinese mathematics supported by national policy
国家政策扶持下的中国数学 |
| 3. | I did put in a lot of efforts to help chinese mathematics
我为中国数学的发展出了不少力。 |
| 4. | The history of chinese mathematics
中国数学史 |
| 5. | A tentative research into the imperfections staying with carrying forward the chinese mathematics and introducing western mathematics during the ming and qing dynasties
试析明清时期在弘扬中算和引进西算方面存在的问题 |
| 6. | Tm the primitive form of bamboo slips , suanshushu verifies the key links in the development of ancient chinese mathematics , such as numeration
摘要《算数书》以竹简的原始形态验证了中国古代数学发展中的一些关键环节，记数方法就是一例。 |
| 7. | Whatever i have done for chinese mathematics can in no way be compared with those chinese who have grown up and stayed here or those who returned to china on a permanent basis
当然，我对中国数学的贡献，与在此间土生土长，或自海外归来，长期工作的同行相比，是微不足道的。 |
| 8. | This paper deals with method of chinese mathematics s ystem mainly based on “ gougu ” which is the system equaling to indian trigonome try system ( its ) , pointing out the fact that ist was contained in ancient chinese mathemati cs
论述了中算中的“勾股”术与印度“三角”的等价性，及有关三角问题的中算“勾股”处理.指出中算自身的内容蕴含着三角内容的等价体系，为唐代中算没有接受印度三角学提供了一个支持 |
| 9. | This paper 15 on jiushulue ( 九 数 略 ) ， a book of middle period of the history of yi dynasty ( 李 朝 ) ， its contents and compare it with classic chinese mathematics ( 中 算 ) in same period ， analyze its magie square ( 纵横 图 ) ， study its containing mathematics thought . this paper includes foreword and five parts
本文通过对李朝中期《九数略》内容的介绍和其与同期中算的比较，分析了其中的纵横图，探讨了其蕴涵的数学思想。全文由前言和五部分构成。 |
| 10. | The result of investigation shows that main contents of the literature belong to constant mathematics , where the majority of the achievements come from traditional chinese mathematics , and meanwhile no better appreciation and understanding of variable mathematics transmitted into china then can be gained from the literature
考察结果说明，算学课艺的主要内容是常量数学，多数成果出自中国传统数学，而当时已经传入的变量数学的吸收效果并不明显。 |
