THE GENERALIZED FERMAT EQUATION (x,y,z)=(n,2n-1,n+i)

version 1.0.0 (11.2 KB) by Marouane RHAFLI
This study presents a special case (x, y, z) = (n, 2n − 1, n + i) of Beal's conjecture by giving the exact analytic expression showing the c

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Updated 7 Jan 2022

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This study presents a special case (x, y, z) = (n, 2n − 1, n + i) of Beal's conjecture by giving the exact analytic expression showing the common prime factor as well as a matlab code and some numerical examples.
----------------------- Matlab code to calculate ------------------------------------
-- On Beal's Conjecture, the Case (x,y,z)=(n,2n-1,n+i) by Marouane RHAFLI
-- The case x=7; y=2x-1; z=x+i
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Cite As

Marouane RHAFLI (2022). THE GENERALIZED FERMAT EQUATION (x,y,z)=(n,2n-1,n+i) (https://www.mathworks.com/matlabcentral/fileexchange/104670-the-generalized-fermat-equation-x-y-z-n-2n-1-n-i), MATLAB Central File Exchange. Retrieved .

MATLAB Release Compatibility
Created with R2021b
Compatible with any release
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