Post by bassam king karzeddin
Why the top mathematicians with the help of supercomputers, cannot find a single triplet integer solution for this Diophantine equation?
(x^3 + y^2 + z^p = 0), where (x, y, z) are nonzero coprime integers, (p > 7) is prime number, and (z =/= -1)
Bassam King Karzeddin
17th, Jan., 2017
It is so strange that the professional mathematicians are still hesitating to consider this Conjecture (at least for themselves), wonder!
Is not this one conjecture is much stronger than a famous CONJECTURE made by a mature bilinear as (Beal's Conjecture), and also documented in so many sources for sure
Or is it necessary to be a bilinear to make conjectures for the top professional mathematicians, wonder?
Do not they feel so shameless to keep hiding it forever?
Do not they feel so shameless to torture the future generations of their a like by ignoring it so deliberately and out of complete inability?
OR maybe the so tiny ego they enjoy and intrinsically inherit is the main objection!wonder!
Then why a mature not from their unnoticeable category would help them in this regard?
Or do they make themselves as deaf and blind as always as usual?
Or do they want to fabricate a good reputable source about it first?
Maybe they are still so busy searching mathematics in far galaxies, wonder!
And they would never dare to understand that (why a skilled football player is much more worth than all of them on earth, including their main historical figures nowadays), wonder!
And they would never dare to understand why a mature (not from their category), had been shaming and cursing them for four centuries, and most likely forever, (even they had a proof), wonder!
And the so wonderful story of that unforgettable shame that had been published by his son and not by them for sure
But in their fabricated history, and without all those advanced communications
tools made by Scientists and Engineers, (they so shamelessly claim to be nobles), to the limit that they found the greatest theorems written in the rubbish papers written by dead boys, they still keep, wonderfull
So, if you are a talented mature, then you can paint those people with shame for sure
And my puzzles would act permanently as a real curse upon their so tiny alleged intelligence for sure
This is a general critique to uncover this meaningless category of abnormal human beings, and not pointed or directed to anyone in person, for sure