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以欧几里得《几何原本》为代表的希腊数学,是西方演绎数学传统的基础,而以《九章算术》为代表的中国数学,则是东方算法化数学传统的基础,它们共同促进了世界数学文化的发展。1917年,胡明复在哈佛大学获得博士学位,被近代数学史家们视为“中国现代数学真正开始的标志”。当时,他的博士论文成果《具有边界条件的线性微分-积分方程》发表在美国的一流
The Greek mathematics represented by Euclid’s “Geometry” was the foundation of the western deduction of mathematical tradition. The Chinese mathematics represented by “Nine Arithmetic” was the basis of the Eastern algorithmic mathematics tradition and they jointly promoted The development of mathematics in the world. In 1917, Hu Mingfu received his Ph.D. from Harvard University and was regarded by modern mathematical historians as “a symbol of the real beginning of Chinese modern mathematics.” At that time, his doctoral dissertation “Linear Derivative-Integral Equations with Boundary Conditions” was published in the United States