摘要
莱布尼茨是个毕达哥拉斯主义者,同时在数学方面又有杰出成就,故而数学对其形而上学影响很大。单子哲学体系三个主要构成部分——单子论、连续律、前定和谐律,都有一定数学基础。通过数学,尤其是莱布尼茨本人的数学成就,能更好地理解单子理论。
Leibniz as a Pythagorean activist made great contributions in the mathematical field which influenced his metaphysics. The system of Monadology is mainly made up of three basic components, namely, the theory of monads, the principle of continuity and pre-established harmony which all have mathematical foundations. The theory of Monads would be well understood if we analyzed it through mathematics, especially Leibniz＇s mathematical achievements.
出处
《长春理工大学学报（社会科学版）》
2010年第2期16-19,共4页
Journal of Changchun University of Science and Technology（Social Sciences Edition）
关键词
莱布尼茨
单子
数学
连续律
前定和谐
Leibniz
monad
mathematics
the principle of continuity
pre-established harmony
