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Re: Fermat's Last Theorem
Posted:
Dec 16, 2007 4:34 PM
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Dear All
Quasi has shown that the following form is no more an FLT generalization
Z^P = X^P + Y^P + 2*N*X*Y*Z
Thinking about that, I came to find a way to escape hopefully with a similar logic that resembles FLT, beside a new version, taking into account that there may be another general form..!!??
The new form that is unsolvable may look firstly as the following:
Z^P = X^P + Y^P + N*X*Y*Z, where
P is odd prime number
N is natural number less than 3, that is (N = 0, 1, 2)
(X, Y, and Z) are positive coprime integers where Z is even
Of course when (N=0), It is FLT, therefore we are most concerned with cases
(N=1 or 2)
And if this doesn't work, then I shall keep trying for the correct one
Best of luck
Bassam Karzeddin
Al-Hussein Bin Talal University
JORDAN
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