Xu, Zelin (Author)
Abstract In anaqlysing the mathematical characteristics of algebraical geometry in Song and Yuan Dynasties, this paper Points out that the unique character of Song and Yuan metamathematics consists in its abstract and formalized algebraic operation, explores the process of Wasan absorbing the Tianyuan method and algebraical geometry as well as the development of Japanese geometry, discusses the accomplishment in the field of eliminant of polynomial equation in Wasan and its significance to modern computational algebra, and finally introduces by concrete case the function of the mathematical mechanization including Wu's mothod and Grbner basis-method in Japanese geometry.
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