GOLDBACHCONJECTURESOLVED.BLOGSPOT.COM

Goldbach "Conjecture"

In 1999, a UK publisher offered a reward of US$1m to anyone who could prove whether or not the unsubstantiated claim of 1742 by the Prussian Christian Goldbach was true. At first it was "Every even number is the sum of two primes"...But then people started thinking "Numbers, numbers...", and everything went off the rails... .Well,the conjecture is fact... .Number Theory, the basic learning tool of ALL Science, is also shown shorn of all myths and undigestable theorems... .

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Goldbach "Conjecture" | goldbachconjecturesolved.blogspot.com Reviews

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In 1999, a UK publisher offered a reward of US$1m to anyone who could prove whether or not the unsubstantiated claim of 1742 by the Prussian Christian Goldbach was true. At first it was "Every even number is the sum of two primes"...But then people started thinking "Numbers, numbers...", and everything went off the rails... .Well,the conjecture is fact... .Number Theory, the basic learning tool of ALL Science, is also shown shorn of all myths and undigestable theorems... .

<META> KEYWORDS

1 goldbach conjecture

2 then 1

3 p triples = 1/3 φrpn

4 p triples =1

5 count1ng numb3r5

6 posted by

7 prince

8 email this

9 blogthis

10 share to twitter

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goldbach conjecture,then 1,p triples = 1/3 φrpn,p triples =1,count1ng numb3r5,posted by,prince,email this,blogthis,share to twitter,share to facebook,share to pinterest,answer,which gives,the point,therefore,more counting numbers,in it by,prime,proof;

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Goldbach "Conjecture" | goldbachconjecturesolved.blogspot.com Reviews

https://goldbachconjecturesolved.blogspot.com

In 1999, a UK publisher offered a reward of US$1m to anyone who could prove whether or not the unsubstantiated claim of 1742 by the Prussian Christian Goldbach was true. At first it was "Every even number is the sum of two primes"...But then people started thinking "Numbers, numbers...", and everything went off the rails... .Well,the conjecture is fact... .Number Theory, the basic learning tool of ALL Science, is also shown shorn of all myths and undigestable theorems... .

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goldbachconjecturesolved.blogspot.com

1

Goldbach "Conjecture": Part two; Even Theory

http://goldbachconjecturesolved.blogspot.com/2012/04/part-two-even-theory.html

Tuesday, 24 April 2012. Part two; Even Theory. This is a brief overview of what is coming next:-. The postulate is that for every even number there exist AT LEAST ONE pair of primes which when added together will give a sum of the evn number;. Johnny Nash said it could not be done, and they gave him a prize and said he had a "Beautiful Mind"(seen the movie? Well, I DO the impossible, because they can not be done, so, I will shortly show the solution. Tuesday, April 24, 2012. View my complete profile.

2

Goldbach "Conjecture": Goldbach Conjecture... Prime Analysis [Contd...ii]

http://goldbachconjecturesolved.blogspot.com/2012/04/goldbach-conjecture-prime-analysis.html

Tuesday, 24 April 2012. Goldbach Conjecture. Prime Analysis [Contd.ii]. So, if Zr3:= ( 6d -5) (6d -1). Then the first element in the remainder greater than 1 but less than the square of the preceding prime is a prime, and will be used as the next prime factor in the next factor set. When d=1, (6d -5) = 1, (6d -1) = 5. So, '5' is the next prime and p3 is '5'. Z5 is therefore the factor set that has every fifth element from 5 in Zr3 as a factor, and this can be represented mathematically as;. Obviously, th...

3

Goldbach "Conjecture": April 2012

http://goldbachconjecturesolved.blogspot.com/2012_04_01_archive.html

Monday, 30 April 2012. Weak Goldbach Conjecture, SOLVED. Guess I will have to also show (since I posted on my facebook wall that I solved both the strong and the weak Conjecture) the solution for the weak Conjecture as well:. Christian of the Goldbach family said also that he regarded it as evident that every odd number greater than seven was the sum of three primes, something which, according to him, should be evident if every even number was the sum of two primes. Θ = [Fp1] [Fp2] [Fp3] . [Fpn] [Rpn].

4

Goldbach "Conjecture": Weak Goldbach Conjecture, SOLVED

http://goldbachconjecturesolved.blogspot.com/2012/04/guess-i-will-have-to-also-show-since-i.html

Monday, 30 April 2012. Weak Goldbach Conjecture, SOLVED. Guess I will have to also show (since I posted on my facebook wall that I solved both the strong and the weak Conjecture) the solution for the weak Conjecture as well:. Christian of the Goldbach family said also that he regarded it as evident that every odd number greater than seven was the sum of three primes, something which, according to him, should be evident if every even number was the sum of two primes. Θ = [Fp1] [Fp2] [Fp3] . [Fpn] [Rpn].

5

Goldbach "Conjecture": Prime Analysis Continued...ENGINEERING Numbers

http://goldbachconjecturesolved.blogspot.com/2012/04/prime-analysis-continuedengineering.html

Sunday, 22 April 2012. Prime Analysis Continued.ENGINEERING Numbers. So, the point is to have to take the analysis to a different level;- How would one go about creating factor sets to begin with, and what numbers would one have to use to have these factor sets? I will now have to REALLY count numbers. Counting Numbers; Prime Engineering:. That means p1 is the number '2'. Σ ] = 1/2(N). 1o) = 1/2 (N). The above was just an illustration, to give an example of what is going on. However, since the first subs...

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Goldbach "Conjecture"

Monday, 30 April 2012. Weak Goldbach Conjecture, SOLVED. Guess I will have to also show (since I posted on my facebook wall that I solved both the strong and the weak Conjecture) the solution for the weak Conjecture as well:. Christian of the Goldbach family said also that he regarded it as evident that every odd number greater than seven was the sum of three primes, something which, according to him, should be evident if every even number was the sum of two primes. Θ = [Fp1] [Fp2] [Fp3] . [Fpn] [Rpn].

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