Difference between revisions of "Plurality"
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Plurality is the opposite of [[singularity]], where its varying nature provides freedom and often chaos. To examine more about plurality in a foundational manner, [[wikipedia:Set Theory|Set Theory]], [[wikipedia:Number Theory|Number Theory]] and [[wikipedia:Category Theory|Category Theory]] are possible starting points. To unify various theories, [[wikipedia:Leibniz|Leibniz]] provided a treatise on [[wikipedia:Monadology|Monadology]] to describe such possibility. | Plurality is the opposite of [[singularity]], where its varying nature provides freedom and often chaos. To examine more about plurality in a foundational manner, [[wikipedia:Set Theory|Set Theory]], [[wikipedia:Number Theory|Number Theory]] and [[wikipedia:Category Theory|Category Theory]] are possible starting points. To unify various theories, [[wikipedia:Gottfried Wilhelm Leibniz|Leibniz]] provided a treatise on [[wikipedia:Monadology|Monadology]] to describe such possibility. | ||
Revision as of 12:18, 29 April 2021
Plurality is the opposite of singularity, where its varying nature provides freedom and often chaos. To examine more about plurality in a foundational manner, Set Theory, Number Theory and Category Theory are possible starting points. To unify various theories, Leibniz provided a treatise on Monadology to describe such possibility.