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Research on the Thinking of Logarithm and Binomial Express and Euler's Numbers in the Late Qing Dynasty

机译:晚清对数和二项式表达与欧拉数的思想研究

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Dai Xu, who spent all his life on the academic research of mathematics and worked with pioneering spirits and unremitting assiduity, made contributions to the study of logarithm and Euler''s numbers, especially to the study of the expansion equation of logarithmic trigonometric function which was ȁC;without parallelȁD; in his times and has been ever esteemed advanced and representative in the Chinese history of mathematics. His book A Quick Method of Making Mathematical Tables was translated into English by J. Edkins (1825 -1905) in 1854 and officially published in London. Because of the repercussions it had in the world, Dai Xu ranked high among the mathematicians of various countries the world over. This paper lays stress on the expatriation on the expansion equation of logarithmic trigonometric function that Dai Xu proposed in his study of logarithm and Euler''s numbers and on the impact, significance and contributions that Dai Xu Number once made. As a well-known Chinese mathematician who brought forth new ideas in the mathematical field in the late Qing Dynasty.
机译:戴旭一生致力于数学的学术研究,他以开拓精神和不懈的努力工作,为对数和欧拉数的研究做出了贡献,特别是对数三角函数的展开方程的研究。是ȁC;没有平行ȁD;在他的时代,在中国数学史上一直享有很高的知名度和代表性。 J. Edkins(1825 -1905)在1854年将他的书《一种快速建立数学表格的方法》翻译成英文,并在伦敦正式出版。由于其在世界范围内的影响,戴旭在世界各国的数学家中排名很高。本文着重介绍了戴旭在对数和欧拉数研究中提出的对数三角函数展开方程,以及戴旭数曾经产生的影响,意义和贡献。作为著名的中国数学家,清末数学界提出了新的观念。

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