Fermat's Last Theorem

Fermat's Last Theorem

Is there a simple, fundamental reason that no two cubes can form a cube and no two hypercubes can form a hypercube when dealing in whole or fractional units?

Why, in simple terms, must we end up with irrational lengths? Could there yet be a short and simple proof?

Well, at least -- thanks to Andrew Wiles, and others (like Nik Katz and Ken Ribet ) -- we do have a proof.

https://www.math.wisc.edu/~boston/869.pdf

 

Giottis Motsanos

Founder, President at PMK

7 年

Mrs. Thea. I deplore to say that the probability for Professor Wiles have solved Fermat′s Lats Theorem is slim, due to he mixed the "tail" and "long tail" some twenty years ago a "cardinal error".

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Gedion W. Teklewolde

Chief Engineering Officer of optics, electronics, mechanics & Part time Adj. Professor

7 年

The condition n>2, means it must be ok for n<2. There is that trivial problem for which x=y=1 the solution for x^n+x^n=2 for n ∈ R regardless.

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A great problem in Number Theory!

Vrlo mogu?e.....!!!!

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