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[parent] natural numbers are well-ordered (Theorem)
NaturalNumbersAreWellOrdered

"natural numbers are well-ordered" is owned by pahio.
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See Also: a variant definition of well ordered set, well ordered set, well-ordering principle for natural numbers proven from the principle of finite induction


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Cross-references: number, imply, induction, element, subset, least number, contains, natural numbers, theorem, integers, positive, property, proofs

This is version 3 of natural numbers are well-ordered, born on 2009-09-25, modified 2009-09-26.
Object id is 11921, canonical name is NaturalNumbersAreWellOrdered.
Accessed 217 times total.

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AMS MSC: 03E10 (Mathematical logic and foundations :: Set theory :: Ordinal and cardinal numbers)
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