Authors: Oh Jung Uk
A number of 6n-1 type is not odd perfect number, Fermat number is not also odd perfect number. And, if Fermat number is composite number then Fermat number is factorized as below when n is odd number,2^(2^n )+1=(2^(n+1) (3k+1)+1)(2^(n+1) (3m)+1) when n is even number,2^(2^n )+1=(2^(n+1) ((3k+1)/2)+1)(2^(n+1) (3m)+1) And, all Fermat number for n≥5 is composite number.
Comments: 12 Pages. I don't know how to show abstract well
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[v1] 2014-08-08 04:16:18
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