“The key to our problem lies in mathematical induction. It will be remembered that, in Chapter I., this was the fifth of the five primitive propositions which we laid down about the natural numbers. It stated that any property which belongs to 0, and to the successor of any number which has the property, belongs to all the natural numbers. This was then presented as a principle, but we shall now adopt it as a definition.”
―
Introduction to Mathematical Philosophy
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Introduction to Mathematical Philosophy
by
Bertrand Russell1,551 ratings, average rating, 103 reviews
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