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Infinity between mathematics and apologetics: Pascal's notion of infinite distance

机译:数学与辩证法之间的无限性:帕斯卡的无限距离概念

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摘要

In this paper I will examine what Blaise Pascal means by "infinite distance", both in his works on projective geometry and in the apologetics of the Pens,es's. I suggest that there is a difference of meaning in these two uses of "infinite distance", and that the Pens,es's use of it also bears relations to the mathematical concept of heterogeneity. I also consider the relation between the finite and the infinite and the acceptance of paradoxical relations by Pascal.
机译:在本文中,我将研究布莱斯·帕斯卡(Blaise Pascal)所说的“无限距离”,无论是在他关于投影几何的作品中还是在笔的辩护法中。我建议在“无限距离”的这两种用法中含义有所不同,并且笔的使用也与异质性的数学概念有关。我也考虑了无限与无限之间的关系,以及帕斯卡对悖论关系的接受。

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