莱布尼茨在巴黎

O. Nachtomy
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引用次数: 0

摘要

本章的第一部分介绍了莱布尼茨对伽利略悖论的拒绝。下一节提出了他对悖论的解决所产生的一个问题。问题是:如果莱布尼茨认为无限数的概念是不一致的,那他怎么能认为无限存在的概念是一致的呢?在第三部分,作者考虑了这个问题的语义解决方案,并得出结论,它是吸引人的,但最终不够。在第四部分,作者考虑了一个更有希望的解决方案,即莱布尼茨区分了不同的无限感。本章最后讨论了莱布尼茨对无限的态度,以及-à-vis他对笛卡尔对无限和不确定的区分的批判。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Leibniz in Paris
The first section of this chapter presents Leibniz’s rejection of infinite number in response to Galileo’s paradox. The next section presents a problem that arises from his resolution of the paradox. The problem is this: if Leibniz regards the notion of infinite number as inconsistent, how is it that he regards the notion of infinite being as consistent? In the third section, the author considers a semantic solution to this problem and concludes that it is appealing but ultimately inadequate. In the fourth section, the author considers a more promising solution—namely that Leibniz distinguishes between different senses of infinity. The chapter concludes with a discussion of Leibniz’s attitude toward infinity vis-à-vis his critique of Descartes’s distinction between the infinite and the indefinite.
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