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Indivisible Lines

Classical Quarterly 30 (2):120-126 (1936)

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  1. Clotho’ Spindle: Xenocrates’ Doctrine of Indivisibles.Olga Alieva - 2023 - Archiv für Geschichte der Philosophie 105 (4):567-590.
    This paper offers a reconstruction of Xenocrates’ theory of indivisibles which would not commit him to the idea of ‘jerky motion’ criticized by Aristotle in Physica VI, yet would perfectly square with Plato’s Timaeus, the basis of Xenocrates’ canon. Relying on Alexander’s, Porphyry’s, and Themistius’s accounts of his theory, as well on a detailed analysis of De lineis insecabilibus, I suggest that Xenocrates’ minima, contrary to what Aristotle implies, are not to be understood as more or less stable particulars, like (...)
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