摘要
文章分四种类型详细地分析了解释《墨经》中“次 ,无间而不相撄也”、“次 ,无厚而后可”条的诸家异说之得失 ;在此基础上 ,作者提出了新的解释 ,认为此条是墨家不可分量可积观点的直接明证 ,并进而讨论了不可分量可积思想对中国古代数学方法的影响 ,以及它的历史意义。
There are many different explanations for the“ ci ”artic1e in Mo Jing (Mohist Canons). This paper sorts these explanations into four kinds to analyze and examine,then gives its own explanation,and points out that the article is a direct evidence for the idea of the Mohist School about the summability of indivisibles.Furthermore,it discusses the impact of this idea on ancient Chinese mathematical methods and its historical significance.
出处
《自然科学史研究》
CSSCI
CSCD
2000年第3期222-233,共12页
Studies in The History of Natural Sciences
