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Principia mathematica, vol. 1 (of 3)

Note 31 — Chapter III · INCOMPLETE SYMBOLS.

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Briefly, these arguments reduce to the following: If there is such an object as a class, it must be in some sense one object. Yet it is only of classes that many can be predicated. Hence, if we admit classes as objects, we must suppose that the same object can be both one and many, which seems impossible.

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