Beal conjecture

Beal conjecture

Postby Guest » Mon May 27, 2013 4:14 am

I seem to have come up with a generalisation of the Beal conjecture, which I have put on my website:
www.comparativetables.com/laeb.htm
(unpublished)
Guest
 

Re: Beal conjecture

Postby Guest » Mon Jun 17, 2013 6:23 am

3^4 29^3 89^3 + 7^3 11^3 167^3 = 2^7 5^4 353^3

So (unfortunately) the generalisation is false.
Guest
 

Re: Beal conjecture

Postby Guest » Sun Sep 01, 2013 6:52 pm

The beal conjecture proof here.
Guest
 


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