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Locke and Descartes

In Matthew Stuart (ed.), A Companion to Locke. Chichester, West Sussex, UK: Blackwell. pp. 100–120 (2015)

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  1. Locke's Aristotelian theory of quantity.Anat Schechtman - 2023 - Philosophy and Phenomenological Research 107 (2):337-356.
    John Locke’s treatment of quantity in the Essay Concerning Human Understanding is not nearly as extensive or as well-known as his treatment of quality and his distinction between primary and secondary qualities. Yet I contend that a close examination of Locke’s comments on quantity in the Essay reveals that he endorses a general theory of quantity that not only distinguishes quantities from qualities, but also plays several other important roles in his overall philosophy—particularly in his treatments of infinity and demonstrative (...)
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  • John Locke and Catharine Cockburn on Personal Identity.Emilio Maria De Tommaso & Giuliana Mocchi - 2021 - Rivista di Storia Della Filosofia 2:205-220.
    John Locke's account of personal identity is one of his most discussed theories. Opposing the Cartesian ontology of mind, Locke argued that the soul does not always think - for thinking is simply one of its operations, but not its essence -, and that personal identity consists in consciousness alone. Against Locke, an anonymous commentator published the Remarks upon an Essay concerning Humane Understanding charging Locke's view with possible immorality. Catharine Cockburn rebuffed the Remarker's objections, in her Defence of Mr. (...)
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  • Three Infinities in Early Modern Philosophy.Anat Schechtman - 2019 - Mind 128 (512):1117-1147.
    Many historical and philosophical studies treat infinity as an exclusively quantitative notion, whose proper domain of application is mathematics and physics. The main aim of this paper is to disentangle, by critically examining, three notions of infinity in the early modern period, and to argue that one—but only one—of them is quantitative. One of these non-quantitative notions concerns being or reality, while the other concerns a particular iterative property of an aggregate. These three notions will emerge through examination of three (...)
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