On Wednesday, February 28, 2018 at 10:53:44 AM UTC+3, bassam karzeddin wrote:
On Wednesday, September 20, 2017 at 10:50:01 PM UTC+3, bassam karzeddin wrote:
As if the mathematician could truly make completely even the solution of the Quadratic equation only (without mixing it with fictions), wonder!
So funny, really the achievements of mathematickers
BKK
To see the simplest form solution (just before they delete it) of coefficients (a = b = 1), and c= - 1, the following general trinomial of n'th degree
(x^n + x^m = 1)
https://mathoverflow.net/questions/208169/quintic-equation
Only for interested people for coming bigger facts in this issue
Note that old formula of mine was deleted by same moderators in the above link ON Stalk Exchange and also from many other links in their sites (probably around 15 times) for NO SPOKEN REASON SO FAR
Where I could manage to republish it again in their site here
https://hsm.stackexchange.com/questions/3045/who-was-the-first-to-show-that-this-quintic-equation-has-five-radical-roots
Where also, this link is going soon to disappear for many untold reasons (as always as usual)
So, interested keen specialists or researchers are kindly advised to store it or print it and keep it for themselves (it is a half-page valid formula)
for future serious development just before they get notice and delete permanently again and again for no mentioned reason as you can see presently from that topic
With one note that real existing roots occur in rare cases that when (n = 2m), and (m is a power of two)
Otherwise, the only approximation for no existing real root (except in human minds)
If can you guess the truer reason for that stubborn insistence of deletion of my formula, it would be so nice and well-appreciated to talk about your expectation openly here for sure
Regards
Bassam Karzeddin
This had been made in the standard known mathematics and long ago (1986), with documented references and letters
But it seems that it is only more interesting to mathematicians when (n = 2, and, m = 1), wonder!
Any reference research of alike results from 1990 on words, please
Thanks and Regards
Bassam King Karzeddin
Feb. 28th, 2018
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