Leibniz on Continuity


Authors
Richard T. W. Arthur
McMaster University
Abstract
In this paper I attempt to throw new light on Leibniz's apparently conflicting remarks concerning the continuity of matter. He says that matter is "discrete" yet "actually divided to infinity" and (thus dense), and moreover that it fills (continuous) space. I defend Leibniz from the charge of inconsistency by examining the historical development of his views on continuity in their physical and mathematical context, and also by pointing up the striking similarities of his construal of continuity to the approach taken by 20th century Combinatorial Topology.
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Five Figures of Folding: Deleuze on Leibniz's Monadological Metaphysics.Mogens Lærke - 2015 - British Journal for the History of Philosophy 23 (6):1192-1213.

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