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tech / sci.math / Re: What is the fundamental theorem of algebra in mathematics?

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* Re: What is the fundamental theorem of algebra in mathematics?bassam karzeddin
`- Re: What is the fundamental theorem of algebra in mathematics?bassam karzeddin

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Re: What is the fundamental theorem of algebra in mathematics?

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Subject: Re: What is the fundamental theorem of algebra in mathematics?
From: b.karzed...@yahoo.com (bassam karzeddin)
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 by: bassam karzeddin - Tue, 15 Aug 2023 01:13 UTC

On Sunday, February 16, 2020 at 9:19:18 AM UTC+2, bassam karzeddin wrote:
> Algebra was almost quite clean and good before fabricating and adding the fundamental theorem of algebra that was purely a human-invented like mathematics, which was never any true discovery
>
> Hence, the fundamental theorem of algebra is the same fundamental theorem of absolute human stupidity beyond the normal common human stupidity
>
> However, this abnormal human-invented deliberate stupidity is dragging the whole human knowledge to the uncertainty that is damaging the whole physical sciences to all kinds of utter fictions that even any religion would be so ashamed of to include
>
> The rooted fictions are making something from nothingness then expanding it indefinitely in all directions of normal human sensible thoughts that are basically based upon commonsense before anything else
>
> The earliest fiction started with the greatest illusion of all the times, which is the true existence of a mathematical object like a circle where the mere fact is that there is no existing circle to talk about absolutely, but a regular existing polygon with relatively small sides up to the very limited ability of visibility of human eyes that eventually deceive their alleged greatest minds
>
>
> The second fiction was the normal number system tragedy with hands fingers base like where every finger was given a single symbol number except the last which was utterly given two despite having 10 distinct symbols where each finger must have strictly one symbol digit, were all that was just to create no numbers like zero no number, that expanded later to negative numbers and they're abnormal illegal babies imaginary numbers
>
> And the third tragedy was refusing stubbornly and very stupidly the easiest holy secrets to all those oldest impossible construction problems raised by the ancient Greeks about the impossibilities of (trisecting the arbitrary angles, doubling the cube, and squaring the circle), just because of the greate tendency of humans to solve any problem despite being impossible to solve by any means
>
> Where the antirheumatic cube root of two was fabricated deliberately from cube numbers that seem close to two were no existing theorems in the whole mathematics ever support it as a real number but on the contrary Fermat's last theorem that refutes it completely and beyond any little doubts
>
>
> Lomg back, there was an issue I did write about (MAYBE IN 2004) in the doomed dead site "The Math Forum" About (zero, one, infinity) human-invented numbers and related issues, but seems completely stolen by academic anonymous professionals mathematickers nowadays
>
> Go back to the early start of mathematics "NOW" I SAY and restart again
>
> Regards
>
> Bassam King Karzeddin
>
> Main References: The remaining unstolen public published posts in public free forums sites

This is undeniable numerical counter example for the so-called Fundamental theorem of algebra in your mathematics

The following odd degree polynomial (x^{49} + x^7 = 1), doesn't have any kind of real existing roots nor having any immaginary roots as well, despite the fact that there are trillions of mathematical references published in the alleged most repuitable Journals & Universities in the whole world 🌎, where it is absolutely impossible to get your believed root from your own heads, simply because it doesn't exist (except in the hollow human minds only & strictly)!
Dare you ever state again before me, since you were tought the reason!

How many times should I teach the whole world 🌎 about it?

Bassam Karzeddin 🔊

Re: What is the fundamental theorem of algebra in mathematics?

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Subject: Re: What is the fundamental theorem of algebra in mathematics?
From: b.karzed...@yahoo.com (bassam karzeddin)
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 by: bassam karzeddin - Thu, 14 Sep 2023 01:52 UTC

On Tuesday, August 15, 2023 at 4:13:36 AM UTC+3, bassam karzeddin wrote:
> On Sunday, February 16, 2020 at 9:19:18 AM UTC+2, bassam karzeddin wrote:
> > Algebra was almost quite clean and good before fabricating and adding the fundamental theorem of algebra that was purely a human-invented like mathematics, which was never any true discovery
> >
> > Hence, the fundamental theorem of algebra is the same fundamental theorem of absolute human stupidity beyond the normal common human stupidity
> >
> > However, this abnormal human-invented deliberate stupidity is dragging the whole human knowledge to the uncertainty that is damaging the whole physical sciences to all kinds of utter fictions that even any religion would be so ashamed of to include
> >
> > The rooted fictions are making something from nothingness then expanding it indefinitely in all directions of normal human sensible thoughts that are basically based upon commonsense before anything else
> >
> > The earliest fiction started with the greatest illusion of all the times, which is the true existence of a mathematical object like a circle where the mere fact is that there is no existing circle to talk about absolutely, but a regular existing polygon with relatively small sides up to the very limited ability of visibility of human eyes that eventually deceive their alleged greatest minds
> >
> >
> > The second fiction was the normal number system tragedy with hands fingers base like where every finger was given a single symbol number except the last which was utterly given two despite having 10 distinct symbols where each finger must have strictly one symbol digit, were all that was just to create no numbers like zero no number, that expanded later to negative numbers and they're abnormal illegal babies imaginary numbers
> >
> > And the third tragedy was refusing stubbornly and very stupidly the easiest holy secrets to all those oldest impossible construction problems raised by the ancient Greeks about the impossibilities of (trisecting the arbitrary angles, doubling the cube, and squaring the circle), just because of the greate tendency of humans to solve any problem despite being impossible to solve by any means
> >
> > Where the antirheumatic cube root of two was fabricated deliberately from cube numbers that seem close to two were no existing theorems in the whole mathematics ever support it as a real number but on the contrary Fermat's last theorem that refutes it completely and beyond any little doubts
> >
> >
> > Lomg back, there was an issue I did write about (MAYBE IN 2004) in the doomed dead site "The Math Forum" About (zero, one, infinity) human-invented numbers and related issues, but seems completely stolen by academic anonymous professionals mathematickers nowadays
> >
> > Go back to the early start of mathematics "NOW" I SAY and restart again
> >
> > Regards
> >
> > Bassam King Karzeddin
> >
> > Main References: The remaining unstolen public published posts in public free forums sites
> This is undeniable numerical counter example for the so-called Fundamental theorem of algebra in your mathematics
>
> The following odd degree polynomial (x^{49} + x^7 = 1), doesn't have any kind of real existing roots nor having any immaginary roots as well, despite the fact that there are trillions of mathematical references published in the alleged most repuitable Journals & Universities in the whole world 🌎, where it is absolutely impossible to get your believed root from your own heads, simply because it doesn't exist (except in the hollow human minds only & strictly)!
> Dare you ever state again before me, since you were tought the reason!
>
> How many times should I teach the whole world 🌎 about it?
>
>
> Bassam Karzeddin 🔊

Note how nobody is cabable to talk about a real root of an odd degree polynomial any more! No wonders!

And soon they would never dare to talk about the comlex roots as well & FOR SURE

BKK

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