On Monday, March 11, 2019 at 9:51:31 AM UTC+2, bassam king karzeddin wrote:
> Why must the following two distinct Diophantine Equations (x^2−2y^2=0), and (x^2−2y^2=1) having the same unique solution in modern mathematics? Wonder!
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> Of course, any beginner in number theory would immediately realize that the first equation (x^2−2y^2=0), must have only one irrational solution as
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> x/y = sqrt{2}, which is a well-described geometric solution as being exactly the distance diagonal of a square with a unit side
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> Whereas the second equation (x^2−2y^2=1) have many unlimited solutions in positive integers for (x/y), where the largest solution is non-existing for sure
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> For instance, solutions would be unlimited {(x = 3, y = 2), (x = 7, y = 5), (x = 17, y = 12), ...
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> Where the rational ratio of (x/y) = {3/2, 7/5, 17/12, ..., 1.4142135623....}
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> Of course for more knowledgeable professional mathematicians, there are too much about this equation known as BEll's equation with so many details and parametric solutions, etc
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> But what is the main point here is that both distinct equations are impossible to have the same unique root, where this is a very big contradiction in mathematics that is still going on shamelessly up to this date (March 11, 2019) by limits or all tools of human mind cheatings for sure
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> When they express real roots for polynomials (z^2 = 2), where (z = sqrt(2) = 1.4142135623...),
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> Hence, sqrt(2) =/= 1.4142135623...
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> Since the later represents the largest solution of the second equation that also of impossible existence, FOR SURE
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> Which implies strictly that all the endless form numbers are definitely none- existing and unreal numbers, for sure
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> However, they are an only good approximation up to the desired degree which is an absolute fact that the biggest mathematical institutions must admit urgently and immediately just to clear issues and avoid more of daily non-sense production that is filling the galaxies FOR SURE
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> It is also the full right of every school students and every family (GLOBALLY) to know the truth as it is in order not to produce many more of those handi-caped minds (mathematicians) and insane fake scientists as well, FOR SURER
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> So it is YOUR responsibility to educate those people in the most top positions in mathematics globally FOR SURE
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> SO, MOVE NOW, SINCE MANY MORE BIGGER SCANDALS IN MATHEMATICS ARE THERE..., FOR SURE
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> Regards
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> March 11, 2019
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> Bassem king Karzeddin