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2Throwing out all Group, Field theory in Algebra (Galois theory) and starting over Anew and Afresh in Algebra

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  2Throwing out all Group, Field theory in Algebra (Galois theory) and  starting over Anew and Afresh in Algebra Archimedes Plutonium <plutonium.archimedes@gmail.com> - 2019-02-13 07:11 -0800
    Re: Archimedes "Village Idiot" Plutonium flunked the Math Test of a lifetime-generation test moroney@world.std.spaamtrap.com (Michael Moroney) - 2019-02-14 22:04 +0000

#434306 — 2Throwing out all Group, Field theory in Algebra (Galois theory) and starting over Anew and Afresh in Algebra

Newsgroups: sci.math
Date: Tue, 12 Feb 2019 12:01:43 -0800 (PST)

Subject: Throwing out all Group, Field theory in Algebra (Galois theory) and
 starting over Anew and Afresh in Algebra
From: Archimedes Plutonium <plutonium....@gmail.com>
Injection-Date: Tue, 12 Feb 2019 20:01:43 +0000

Throwing out all Group, Field theory in Algebra (Galois theory) and starting over Anew and Afresh in Algebra

Algebra needs an entire rebirth and resurgence. 

Present day algebra is worse than a antique, more like a fossil of reasoning. 

Old Math never even had the correct Numbers that exist but a hideous bag of what they call Reals when the true numbers of math are the Grid Numbers, 

Yesterday i began correcting Old Math on its commutative law which is a redundancy of the associative law— but Algebra needs a whole entire sweeping overhaul. 

Its history is telling for it involves playing games— Tartaglia, Cardan solving polynomials until the quintic arose. No-one able to solve quintic, then steps in Galois with Math Classification scheme—Group, Ring, Field to show quintic had no solution in general. 

But in New Math no negative numbers exist and only positive numbers exist and so the quintic has a solution in general. But the trouble of Galois Algebra spread like a disease into physics where kook physicists applied this classification nutjobbery to form the Standard Model of physics particles. 

So, i need to throw out all Old Math Algebra and start anew where numbers are Grid Numbers and build an Algebra on the true numbers of mathematics. 

AP 

Newsgroups: sci.math
Date: Tue, 12 Feb 2019 15:06:51 -0800 (PST)

Subject: New Math we solve the quintic with a general solution formula Re:
 Throwing out all Group, Field theory in Algebra (Galois theory) and starting
 over Anew and Afresh in Algebra
From: Archimedes Plutonium <plutonium....@gmail.com>
Injection-Date: Tue, 12 Feb 2019 23:06:51 +0000


New Math we solve the quintic with a general solution formula Re: Throwing out all Group, Field theory in Algebra (Galois theory) and starting over Anew and Afresh in Algebra

On Tuesday, February 12, 2019 at 2:01:51 PM UTC-6, Archimedes Plutonium wrote: 
> Algebra needs an entire rebirth and resurgence. 
> 
> Present day algebra is worse than a antique, more like a fossil of reasoning. 
> 
> Old Math never even had the correct Numbers that exist but a hideous bag of what they call Reals when the true numbers of math are the Grid Numbers, 
> 

Now I am confident, but not absolutely certain of what I give testimony below about a quintic solved in New Math. 


> Yesterday i began correcting Old Math on its commutative law which is a redundancy of the associative law— but Algebra needs a whole entire sweeping overhaul. 
> 
> Its history is telling for it involves playing games— Tartaglia, Cardano solving polynomials until the quintic arose. No-one able to solve quintic, then steps in Galois with Math Classification scheme—Group, Ring, Field to show quintic had no solution in general. 
> 

It was a game in the 1500s played by Tartaglia, Cardano, Ferrari, but a game of seriousness and importance to math. The tragedy of this algebra game is that the numbers used for this game were not the true numbers of mathematics. You see, when you have negative numbers and crazy numbers like Reals with transcendental numbers, there is some moment in polynomials where these crazy numbers pile up and disallow you to have a general formula. 

On the other hand, if your numbers are all Grid Numbers, then there is no limit to what order of polynomial general formula solution is. 

> But in New Math no negative numbers exist and only positive numbers exist and so the quintic has a solution in general. But the trouble of Galois Algebra spread like a disease into physics where kook physicists applied this classification nutjobbery to form the Standard Model of physics particles. 
> 
> So, i need to throw out all Old Math Algebra and start anew where numbers are Grid Numbers and build an Algebra on the true numbers of mathematics. 
> 

Now I am confident but not 100% sure. So you start the General Solution of any polynomial with using only Grid Numbers. In 10-Grid 0, .1, .2, .3, . . 9.9, 10 in 100-Grid 0 , .01, .02, . . . 99.99, 100  etc etc 

Notice there is never any negative numbers and notice that there is no Rationals, no Reals, no Irrationals, no transcendental. The only numbers that exist come from a successor function and Math Induction. 

Now, let us revisit the Quintic. Give me any quintic such as perhaps x^5 + 2x^3 + x = 5. Now, notice that in true math, a polynomial must always have a positive number on the rightside and the rest of the polynomial on the leftside. NO NEGATIVE NUMBERS EXIST. 

Now, there is no barrier to any General formula no matter what the polynomial degree is, whether 5th power for quintic or 331 power, no limit. 

And that is what commonsense would dictate, that the reason Old Math fell and stumbled at exp5, is not because math is internally like that, no, the reason they stumbled with quintic is because their numbers as Reals with negative numbers is a screwed up mess. 

The way all Polynomial Solutions should be-- no limit to a General Solution, once you properly define what the true numbers of mathematics are, in the first place. 

So all of Algebra has to be rewritten, and this group, ring, field theory nonsense thrown on the dump heap of math ideas. 

AP 


Very crude dot picture of 5f6 magnetosphere of 231Pu Atom Totality 

                ::\ ::|:: /:: 
                 ::\::|::/:: 
                     _ _ 
                   ( O ) 
                     - - 
                 ::/::|::\:: 
                ::/ ::|:: \:: 

One of those dots in the magnetosphere is the Milky Way galaxy. And 
each dot represents another galaxy. The O is the Cosmic nucleus. 

I re-opened the old newsgroup PAU of 1990s and there one can read my recent posts without the hassle of spammers, off-topic-misfits, front-page-hogs, stalking mockers, suppression-bullies, and demonizers.   
Read my recent posts in peace and quiet. 

https://groups.google.com/forum/?hl=en#!forum/plutonium-atom-universe         
Archimedes Plutonium 

Newsgroups: sci.math
Date: Tue, 12 Feb 2019 17:24:26 -0800 (PST)

Subject: Probe General Solution of all Polynomials, especially quintic and
 then 6 degree and higher Re: Throwing out all Group, Field theory in Algebra
 (Galois theory) and starting over Anew and Afresh in Algebra
From: Archimedes Plutonium <plutonium....@gmail.com>
Injection-Date: Wed, 13 Feb 2019 01:24:26 +0000

Probe General Solution of all Polynomials, especially quintic and then 6 degree and higher Re: Throwing out all Group, Field theory in Algebra (Galois theory) and starting over Anew and Afresh in Algebra

On Tuesday, February 12, 2019 at 5:07:00 PM UTC-6, Archimedes Plutonium wrote: 

> 
> Now I am confident but not 100% sure. So you start the General Solution of any polynomial with using only Grid Numbers. In 10-Grid 0, .1, .2, .3, . . 9.9, 10 in 100-Grid 0 , .01, .02, . . . 99.99, 100  etc etc 
> 
> Notice there is never any negative numbers and notice that there is no Rationals, no Reals, no Irrationals, no transcendental. The only numbers that exist come from a successor function and Math Induction. 
> 
> Now, let us revisit the Quintic. Give me any quintic such as perhaps x^5 + 2x^3 + x = 5. Now, notice that in true math, a polynomial must always have a positive number on the rightside and the rest of the polynomial on the leftside. NO NEGATIVE NUMBERS EXIST. 
> 

So, in modern day times with New Math and numbers are Grid Numbers, no negative numbers exist. How do we solve for the General Quintic 

Ax^5 + Bx^4 + Cx^3 + Dx^2 + Ex = k where k is a positive number. 

So in New Math we must solve for x which is a grid number along with k is a grid number. 

So, what is the General Universal Formula? 

Well, let us look at a quadratic universal Formula 

ax^2 + bx = -c where k =-c is a positive grid number and we seek the quadratic formula as being 

x =( -b +- sqrt(b^2 -4ac)) / 2a 

Now all the minus signs you see are not negative numbers but the subtraction of a number from a larger background of numbers whose end result is a positive Grid Number. There is a rule in Algebra of New Math-- wherein you cannot subtract more than what is available-- for, no negative numbers exist. 

Now in the above let me do a test case example of 

2x^2 + 9x = 100 and plug that into the solution 

x =( -9 +- sqrt(81+800)) / 4 
x =( -9 +- sqrt881)/4 
x = (-9 +-29.68..)/4 
x = (20.68)/4 = 5.17.. 

It makes commonsense that all polynomials have a general solution no matter what degree they are, provided we use only Grid Numbers and that means, especially, no negative numbers exist and that the rightside of the polynomial in its definition must always be a positive Grid Number. 

The proof that a General Solution always exist no matter the degree, is a proof that is dependant on the Completeness of Grid Numbers-- all operations on Grid Numbers yields a Grid Number. Remember in Grid Numbers we go to higher Grids for what was known as irrationals in Old Math. 

Now, if Tartaglia, Cardano and Ferrari were alive today playing the game of Algebra with me, then I would say to them-- dump the Reals especially the negative numbers, and the trick of the General Solution is find wherein the unique positive solution lies between two consecutive integers. In the above example we easily can detect the answer is between 5 and 6. 

If the above had been a Quintic of say 2x^5 +9x = 100 the first question of a solution is what two consecutive positive integers does the solution lie? And with a simple probe we see the solution lies between 2 and 3. 

Now we want a general formula like the quadratic was to degree 2 above, only this time for degree 5. 

Now, a general formula could be one in which we continually do the probing to whatever Grid System accuracy we want. Say we want our answer to be in the 100 Grid. So we next probe with 2.1 and find that is too large and so our solution must lie between 2 and 2.1. Now we probe with 2.05 We keep doing these probes until we satisfy our Grid System accuracy. 

The probe method works for exp2 and all higher exponents. So our modern day General Solution of any and every degree of polynomial is easy simple and fast. The Probe solution. 

AP

Newsgroups: sci.math
Date: Wed, 13 Feb 2019 07:05:04 -0800 (PST)

Subject: great comparison of fakeries-- Physics Standard Model with Higgs and
 Group,Ring,Field theory of fake math Re: Quintic is easily solved in New Math
 because we have the true numbers of math -- Grid Numbers
From: Archimedes Plutonium <plutonium....@gmail.com>
Injection-Date: Wed, 13 Feb 2019 15:05:04 +0000

great comparison of fakeries-- Physics Standard Model with Higgs and Group,Ring,Field theory of fake math Re: Quintic is easily solved in New Math because we have the true numbers of math -- Grid Numbers

On Tuesday, February 12, 2019 at 11:25:06 PM UTC-6, Archimedes Plutonium wrote: 
> Now my intuition tells me the Algebra of New Math throws out all of Group Ring and Field theory as worthless garbage for they were all built to tackle the quintic, yet the quintic is built from fake numbers called Reals, when the true numbers are Grid Numbers. 
> 
> In Old Math their con artist mathematics said a degree 5 polynomial had 5 solutions. But in new true math the degree 5 polynomial or any polynomial of K degree has one and only one solution! Why is that so? It is because the rightside is never 0 but a positive Grid number and since no negative numbers exist at all thus no complex numbers exist— then no matter what degree the polynomial is— it has but one unique positive number solution. 
> Period— end of story— morning glory. 
> 

Yes, all that remains to be done is to show how the crazy Classification Scheme of Group, Ring, Field covered up or covered over why the game of General Solution Set is over with at quintic. It is not legitimately over with by the Quintic, but only over with, because of the pile up of Negative Numbers when no negative numbers ever exist in the world. So you have an "artificial man-made pile up". 

The true GENERAL SOLUTION Scheme is the Probe of bounding the unique solution between consecutive Grid numbers, and merely depends on how accurate of an answer you wish there to be. And this method shows us the poppycock notion of the Transcendental Number-- another delusion of Old Math. For in Old Math pi and e were considered Transcendental with no solution as a polynomial. But in New Math we have thousands upon thousands of polynomials in 10 Grid whose solution is 3.1, then another set of thousands of solutions with 3.14 then another set of thousands of polynomials whose solution is 3.141 etc etc. 

The theory of Group, Ring, Field is a total disaster of old men in mathematics who have a microgram brain of logic and is the same kind of delusional idiocy as Old Math's idea a ellipse is somehow a conic section when a lid and paper cone can easily show the section is never a ellipse but a oval. Same thing in Algebra-- microgram brain math professors with their antique fossil gaggle set of Reals and without a firm knowledge that you cannot subtract more than available would end up with a Algebra that only stupid failed hypocrites of logic would even entertain, much less waste the lifes and time of young college students that are polluted and indoctrinated with Group, Ring, Field, not more, nor less pitiful than Physics which pollutes and brainwashes young college students with the banal Standard Model of idiocies of quarks. 

In fact, that is a very very apt comparison, the fakery of Standard Model in Physics to the sheer fakery of Group Ring Field in Old Math. 

AP 

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#434428 — Re: Archimedes "Village Idiot" Plutonium flunked the Math Test of a lifetime-generation test

Math Failure Archimedes Plutonium <plutonium.archimedes@gmail.com> fails:

>Newsgroups: sci.math
>Date: Tue, 12 Feb 2019 12:01:43 -0800 (PST)

>Subject: Throwing out all Group, Field theory in Algebra (Galois theory) and
> starting over Anew and Afresh in Algebra
>From: Archimedes Plutonium <plutonium....@gmail.com>
>Injection-Date: Tue, 12 Feb 2019 20:01:43 +0000

>Throwing out all Group, Field theory in Algebra (Galois theory) and starting
>over Anew and Afresh in Algebra

>Algebra needs an entire rebirth and resurgence.

>Present day algebra is worse than a antique, more like a fossil of reasoning.

WARNING TO PARENTS: Archimedes Plutonium is offering to teach your children
his broken math. BEWARE! He will corrupt the minds of your children! He
teaches there are no negative numbers, no complex numbers, he teaches a
sine wave isn't a sine wave plus many, many other instances of bad math.

He wants you to think that group and field theory needs to be tossed out
by fooling your children that he is starting "afresh".

In addition, he loves to teach false Boolean logic such as 3 AND 2 = 5.
His method at doing this is particularly insidious. He'll post a false
statement that nobody believes, such as 3 OR 2 = 5, say that it is false,
but then he'll try to replace it with another similar false statement such
as 3 AND 2 = 5, in order to really confuse future computer scientists.

Nobody knows why he wishes to corrupt the minds of children like this.
Perhaps he wants everyone to be a failure at math, just like he is.
Perhaps he is an agent of Putin and Russia, or maybe of China, in order
to make sure they will continue to dominate the trade economy. But the
point is, stay away, if he offers to teach his poisonous "New Math".

In addition, Plutonium wants to usurp good Christians by trying to convince
students to worship his evil pagan Plutonium atom god.

X-no-archive: yes

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