2014
DOI: 10.1515/kant-2014-0009
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Kant vs. Leibniz in the Second Antinomy: Organisms Are Not Infinitely Subtle Machines

Abstract: This paper interprets the two pages devoted in the Critique of Pure Reason to a critique of Leibniz's view of organisms as infinitely organized machines. It argues that this issue of organisms represents a crucial test-case for Kant in regard to the conflicting notions of space, continuity and divisibility held by classical metaphysics and by criticism. I first present Leibniz's doctrine and its justification. In a second step, I explain the general reasoning by which Kant defines the problem of the Antinomies… Show more

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Cited by 6 publications
(6 citation statements)
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“…In this section, we shed light on some points of contact between Kant and Leibniz regarding the status of living beings. We thereby follow the lead of Philippe Huneman [1]. He reaches the following verdict regarding the status of living beings in the KrV: he writes, "an account of the specific status of organized beings […] is not to be found in the first Critique" (p. 183).…”
Section: Sui Generis But Not Anti-mechanistic: Affinities Between Kan...mentioning
confidence: 99%
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“…In this section, we shed light on some points of contact between Kant and Leibniz regarding the status of living beings. We thereby follow the lead of Philippe Huneman [1]. He reaches the following verdict regarding the status of living beings in the KrV: he writes, "an account of the specific status of organized beings […] is not to be found in the first Critique" (p. 183).…”
Section: Sui Generis But Not Anti-mechanistic: Affinities Between Kan...mentioning
confidence: 99%
“…Ontologically speaking, living beings are machines, just very subtly organized ones, while epistemologically speaking, we will never be able to conceive a living being as a machine since our mind is finite and cannot cognize infinite structures. This, however, Huneman (p. 178) argues, is precisely where Kant correctly senses a contradiction: "according to Leibniz, one should thus consider the division [of a given organic body, RG & MT] as already achieved, albeit infinite, since it is represented in a concept (this point defines precisely what is articulation, Gliederung), and at the same time, one must conceive of it as a never-fulfilled series, since one applies here the rule of regress-which means producing an infinite division through the regress itself, the form of this division being undetermined prior to the regress" [1].…”
Section: Sui Generis But Not Anti-mechanistic: Affinities Between Kan...mentioning
confidence: 99%
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