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Least But Not The Last (Posted on 2003-05-08)

Prove that every Non-Empty set of Positive Integers contains a "Least Element".

See The Solution Submitted by Ravi Raja

Rating: 2.7500 (8 votes)

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re(4): {P, r, o, o, f}

| Comment 7 of 13 |

(In reply to re(3): {P, r, o, o, f} by friedlinguini)

Yes Fried sets can be infinite in size and we know that the set of positive integers is an infinite set with 1 as its least element.

Posted by Ravi Raja on 2003-05-08 21:00:54

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