Order in the distribution of the prime numbers over the natural numbers

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Order in the Distribution of the Primes over the Natural Numbers

description

Long time ago a famous 'prince' mathematician called Leonhard Euler said following: "Mathematicians have tried in vain to this day to discover some order in the sequence of prime numbers, and we have reason to believe that it is a mystery into which the human mind will never penetrate." Could it be that mathematicians have blinded themselves by a one way approach of numbers using only the decimal system rather than as well the ancient nine based system. In this presentation I show and give prove that there exists a perfect order in the distribution of the prime numbers over natural numbers. Of course as chaos is a 'state of mind' depending on the consciousness of the observer towards his/her perceived reality in which the way the observer observes it determined by his/her own assumptions that are often the result of generations of taught behavior. As Albert Einstein said problems can't be solved by the same level of thinking that was used to create them. So we need to put on another pair of spectacles and have to learn to see the world anew to find solutions that get rid of our own created problems and boundaries/limitations. I hope you enjoy reading and when you have any clue of the current day applications in society that use prime numbers, applicatiosn that are all based on the perceived chaos, you will understand the majority of the impact of finding order. For instance the Riemann hypothesis that stands at the basis of many models becomes completely obsolete. As well logistics systems and computer processors can be accelerated and encryption technology industry will have its 'black Monday'. It is the difference of walking in a forest with or without a map. Guess who makes it home earlier and who runs the risk of getting lost? If you are interested in receiving the algorithm that creates prime numbers based on the found order than please go to www.thesharingsociety.com or contact me at gertkramer[ @]nucleus9.com Enjoy reading and spread the news. Order is found.

Transcript of Order in the distribution of the prime numbers over the natural numbers

Page 1: Order in the distribution of the prime numbers over the natural numbers

Order in the Distribution of

the Primes over the Natural

Numbers

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"Mathematicians have tried

in vain to this day

to discover some order

in the sequence of prime numbers,

and we have reason to believe

that it is a mystery

into which

the human mind

will never penetrate."

Leonhard Euler

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The Riemann Hypothesis; an approximative integral

In mathematics, the Riemann hypothesis, proposed by Bernhard Riemann (1859), is a conjecture about the location of the nontrivial zeros of the Riemann zeta function which states that all non-trivial zeros (as defined below) have real part 1/2. The name is also used for some closely related analogues, such as the Riemann hypothesis for curves over finite fields. The Riemann hypothesis implies results about the distribution of prime numbers that are in some ways as good as possible. Along with suitable generalizations, it is considered by some mathematicians to be the most important unresolved problem in pure mathematics (Bombieri 2000). The Riemann hypothesis is part of Problem 8, along with the Goldbach conjecture, in Hilbert's list of 23 unsolved problems, and is also one of the Clay Mathematics Institute Millennium Prize Problems. Since it was formulated, it has remained unsolved.

From Wikipedia, the free encyclopedia

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Any Approximation Has One Major Disadvantage;

It Will Never Be Exact. Therefore It Is

Completely Useless When You Are

Looking For PERFECTION

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“We can't solve problems

by using the same kind of thinking

we used when we created them.”

Albert Einstein

Therefore, to solve the Riddle of the Primes a change of perspective is required

current spectacles need to be replaced to allow for another approach.

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The Nine Pointed Star, the Ennead, is one of the most ancient religious symbols

that is found in this world

Did you ever wonder why this Star has 9 points?

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• 9 Biblical Fruits of the Holy Spirit • 9 Greek Muses • 9 Egyptian Gods of Heliopolis • 9 Mayan Mythic Lords of Time • 9 Daughters of Aegir • 9 Mothers of Heimdall • 9 is Hindu Agni (Fire) • 9 is Hebrew pure intelligence • 9 Underworlds • 9x9 men in Beltane fire rites • 9 days Odin hung top-down on Yggdrasil • 9 worlds sheltered by Yggdrasil • 9 Chinese Dragons • 9 days as time of the ‘Sede Vacante’, the empty

throne when the Roman-Catholic Pope dies • 9 Enneagram personality types • 9 Taoist kanji (psychic centers) • 9 as basis of Feng Shui • … • …

Observation:

IF A DECIMAL SYSTEM

WOULD BE THE BASIS

OF THE UNIVERSE,

MYTHOLOGY AND

RELIGIONS

NUMBERS AND SYMBOLS

ON AND IN HOLY PLACES

WOULD HAVE USED THIS

AS THEIR BASIS.

While 9 and multiples of 9 are found allover in ancient texts and rituals, 10 is not detected

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The Nine Pointed Star represents the Hermetic Key of Numeric Mathematics; As in Great - So in Small

“If an Angel were to tell us about his Philosophy... Many of his statements might well sound like 2x2 = 13.” Georg Christoph Lichtenberg

• Numeric Mathematics means that you return any number to its basis, a number from 1 to 9.

• How?

• By adding the ciphers that a number consists of, until you get a number of 1 - 9.

• The comma doesn’t play a role when using this Key.

• Some examples: 13 = 1+3 = 4 34 = 3+4 = 7 273.15 = 2+7+3+1+5 = 18 => 1+8 = 9 4.1868 = 4+1+8+6+8 = 27 => 2+7 = 9 0.9144 = 0+9+1+4+4 = 18 => 1+8 = 9 16569 = 1+6+5+6+9 = 27 => 2+7 = 9 94.95 = 9+4+9+5 = 27 => 2+7 = 9

• Using this Key, every number can be returned to one of the 9 original or base numbers or should we say frequencies with specific characteristics?

• Every number higher than 9 then is considered a next ‘level’ of the numbers 1 to 9, carrying the same though refined characteristics.

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Example: at school we are taught the tables of 1 – 10 without nine-based rhythm and mirror symmetry

number table of 1 num res 1 table of 2 num res 2 table of 3 num res 3 table of 4 num res 4 table of 5 num res 5 table of 6 num res 6 table of 7 num res 7 table of 8 num res 8 table of 9 num res 9

1 1 1 2 2 3 3 4 4 5 5 6 6 7 7 8 8 9 9

2 2 2 4 4 6 6 8 8 10 1 12 3 14 5 16 7 18 9

3 3 3 6 6 9 9 12 3 15 6 18 9 21 3 24 6 27 9

4 4 4 8 8 12 3 16 7 20 2 24 6 28 1 32 5 36 9

5 5 5 10 1 15 6 20 2 25 7 30 3 35 8 40 4 45 9

6 6 6 12 3 18 9 24 6 30 3 36 9 42 6 48 3 54 9

7 7 7 14 5 21 3 28 1 35 8 42 6 49 4 56 2 63 9

8 8 8 16 7 24 6 32 5 40 4 48 3 56 2 64 1 72 9

9 9 9 18 9 27 9 36 9 45 9 54 9 63 9 72 9 81 9

10 10 1 20 2 30 3 40 4 50 5 60 6 70 7 80 8 90 9

11 11 2 22 4 33 6 44 8 55 1 66 3 77 5 88 7 99 9

12 12 3 24 6 36 9 48 3 60 6 72 9 84 3 96 6 108 9

13 13 4 26 8 39 3 52 7 65 2 78 6 91 1 104 5 117 9

14 14 5 28 1 42 6 56 2 70 7 84 3 98 8 112 4 126 9

15 15 6 30 3 45 9 60 6 75 3 90 9 105 6 120 3 135 9

16 16 7 32 5 48 3 64 1 80 8 96 6 112 4 128 2 144 9

17 17 8 34 7 51 6 68 5 85 4 102 3 119 2 136 1 153 9

18 18 9 36 9 54 9 72 9 90 9 108 9 126 9 144 9 162 9

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9 based number sequences can be visualized as rhythmically turning shapes; notice that 9 is the only number that doesn’t move ergo is ‘silent or neutral’

Rhythms of the tables 1-9 with number sequence drawn in a circle

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Our Experiences Determine Our Assumptions On Which In Turn

We Define And Build Our Entire Reality Unfortunately Yet Necessary

To Experience, These Assumptions Result In Temporary ‘Blindness’.

This ‘Blindness’ Is (Partly) Eliminated Due To New ‘Out Of The Box’ Insights

That Lead To New Assumptions …

As Within – So Without

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Observing Nature has always helps to find solutions as some shapes continuously return

A tree is a beautiful example of a shape in which the many and the one come together

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A Prime Number Is Like

A Human Being Unique Yet Part Of Mankind And In A Further Subdivision

Distinguishable By Many Labels Like Race, Color Of Skin, Nationality,

And All Other Specifics That We Use To Distinguish

One From The Other

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The solution to find order in the distribution of the primes over the natural numbers is to split them

in branches using the Key of Numeric Mathematics

The neutral number 9 plays the key role in connecting consecutive primes within each of the branches

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Using the last cipher of a prime as its second label, 27 distinct prime subgroups are found with

multiples of 90 between consecutive prime numbers

The above shown prime numbers are created with the developed algorithm ‘ordo ab chao’ that by definition uses a step distance of 90 to define potential primes.

Number 1 is definitively a

prime number!

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A check of this phenomenon on known very large prime numbers confirms this new insight

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The phenomenon of Numeric 9 as distance between consecutive prime numbers is found throughout the Tree of Primes as the example of branch 2-3 shows

“Any intelligent fool can make things bigger, more complex, and more violent.

It takes a touch of genius -- and a lot of courage – to move in the opposite direction.”

Albert Einstein

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There is perfect order in the distribution of primes over the natural numbers; neutral numeric number 9 defines all distances between Nodes in the Prime Tree

Numeric values of ‘distances’ between any two primes in the branches of the Tree of Primes

indicate perfection of the entire structure