Theorem If A is a nonempty subset of the integers and there exists 1 Z such...

 

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Theorem If A is a nonempty subset of the integers and there exists 1 Z such that 1 a for all a A, then A contains a least element. Theorem If A is a nonempty subset of the integers and there exists u Z such that a u for all a A, then A contains a greatest element. Theorem If A is a nonempty subset of the integers and there exists 1 Z such that 1 a for all a A, then A contains a least element. Theorem If A is a nonempty subset of the integers and there exists u Z such that a u for all a A, then A contains a greatest element.

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