On Wednesday, February 21, 2018 at 3:30:35 PM UTC+2, bassam king karzeddin wrote:
> On Monday, February 19, 2018 at 1:15:11 AM UTC+3, Deep wrote:
> > Consider the following two equations:
> >
> > 3g^2 -h^2 = u^3 (1)
> > g^2 - 3h^2 = v^3 (2)
> >
> > Conditions: g, h are coprime integers each > 1, 2|h, u, v are integers each > 1.
> >
> > Conjecture: Both (1) and (2) cannot simultaneously be satisfied.
> >
> > Any comment upon the validity of the conjecture will be appreciated.
> It seems that the vast majority of mathematicians hate conjectures, they had already taken many big lessons, they are still trying endlessly and hopelessly even on great conjectures that had been claimed as solved after four centuries, however, many older conjectures are still alive since thousands of years and many centuries, wonder!
>
> They simply want very easy talkative issues where then anyone with a very long tongue and with very deep throat can so simply impress the general audience as if acting like a singer, so please give them more and don't tell them the answer, because if you do so, it becomes so trivial for them, and they would never feel the slightest shame by teaching you especially your own proof once you have published it for them publically, for sure
>
> Very keen Regards to all the brilliant conjectures, sure
>
> Bassam King Karzeddin
> Feb. 21st, 2018