My Math Forum An elementary proof of the Fermat’s Last Theorem

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 June 20th, 2017, 11:28 AM #141 Senior Member   Joined: Oct 2011 Posts: 136 Thanks: 1 The essence of the proof From the known properties of the Fermat’s equality A^n+Bn^=C^n follows: If the second digits of all the prime factors of the numbers A, B, and C are reduced to zero, then the new reduced numbers A°, B°, C° become infinitely large. From which follows the truth of the FLT.
June 24th, 2017, 09:33 AM   #142
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From: Barto PA

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Quote:
 Originally Posted by victorsorokin The essence of the proof From the known properties of the Fermat’s equality A^n+Bn^=C^n follows: If the second digits of all the prime factors of the numbers A, B, and C are reduced to zero, then the new reduced numbers A°, B°, C° become infinitely large. From which follows the truth of the FLT.
I think I finally get it.
This is a RAID proof.*

* Reduced Anti-Infinite Descent

{Btw, when I said in another thread I would not be commenting on anyone else's alleged proof of FLT....... I lied. Oh well.}

July 25th, 2017, 10:31 AM   #143
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Flt

Quote:
 Originally Posted by uvkajed I think I finally get it. This is a RAID proof.* * Reduced Anti-Infinite Descent {Btw, when I said in another thread I would not be commenting on anyone else's alleged proof of FLT....... I lied. Oh well.}
Change, development is important.

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