naturalnumbers.org

Natural Numbers: Tools for Understanding

Intelligence of the numberverse. Is my personal exploration into number theory. It is autodidactic, and it is iconoclastic. It is factual, and it is speculative. It is not recommended for footnotes! Michael M. Ross. Go forth and multiply". The numbers are here. Out all day long. All day long,. It goes on and on". The First 1,000,000. Lists of Perfect Squares. Generate Your Own Up to 10. Spiral lines and curves. Secrets of the Spiral. Explore the Sacks Number Spiral. What is a "perfect prime polynomial"?

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Natural Numbers: Tools for Understanding | naturalnumbers.org Reviews

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Intelligence of the numberverse. Is my personal exploration into number theory. It is autodidactic, and it is iconoclastic. It is factual, and it is speculative. It is not recommended for footnotes! Michael M. Ross. Go forth and multiply. The numbers are here. Out all day long. All day long,. It goes on and on. The First 1,000,000. Lists of Perfect Squares. Generate Your Own Up to 10. Spiral lines and curves. Secrets of the Spiral. Explore the Sacks Number Spiral. What is a perfect prime polynomial?

<META> KEYWORDS

1 natural numbers

2 exploring the undesigned

3 lists/generators perfect squares

4 composites

5 primes

6 about this site

7 a thought experiment

8 it's out there

9 the twin prime conjecture

10 my personal proofs

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natural numbers,exploring the undesigned,lists/generators perfect squares,composites,primes,about this site,a thought experiment,it's out there,the twin prime conjecture,my personal proofs,lists of composites,lists of primes,perfect square generator,qtest

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Natural Numbers: Tools for Understanding | naturalnumbers.org Reviews

https://naturalnumbers.org

Intelligence of the numberverse. Is my personal exploration into number theory. It is autodidactic, and it is iconoclastic. It is factual, and it is speculative. It is not recommended for footnotes! Michael M. Ross. Go forth and multiply". The numbers are here. Out all day long. All day long,. It goes on and on". The First 1,000,000. Lists of Perfect Squares. Generate Your Own Up to 10. Spiral lines and curves. Secrets of the Spiral. Explore the Sacks Number Spiral. What is a "perfect prime polynomial"?

INTERNAL PAGES

naturalnumbers.org

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Biquadratic Paired Primes

http://www.naturalnumbers.org/quadprimes.html

Dedicated to explicating prime numbers. First published Feb 02. Last updated Feb 13, 2008. This topic is continued and partially superseded by. Q-Paired Primes: The Investigation Continues. Biquadratic Paired Primes up to 100,000 in CSV format:. What Are Odd Squared, or. I would like to call the subject of this page. Biquadratic Paired Primes (BQPPs). Is another term for. The sense in which I'm using. Is the sense of every other quadratic interval. Odd Squared Paired Primes. Notice the common difference,...

2

Natural Numbers: Proximate-Prime Polynomials

http://www.naturalnumbers.org/ppanalysis.html

Intelligence of the numberverse. All positive-only PPPs under 1 million are available in CSV format. There are 2221 of them under 1 million, and you can get them here. Data first published May 2007. The High Primality of Prime-Derived Quadratic Sequences. This topic is not. An analysis of the first 333 Proximate-Prime Polynomials for n = 0 to 1000. And the Winner Is. 2n 2 - 2n 53089. 634 primes in first 1000 terms. The results intriguingly show that all positive-integer PPPs have complex roots - only neg...

3

Q-Paired Primes: The Investigation Continues...

http://www.naturalnumbers.org/qpairedprimes.html

Dedicated to explicating prime numbers. First published Feb 19. Revised Feb. 22, 2008. If you think I'm out on a limb here, read this Merriam-Webster usage note. QPP-2 is now in Sloane's:. The complete data set of paired primes under 100,000 for the 500 even quadratic intervals up to 1,000, are available for download here. There are 500 files (one for each interval and identified by the interval number). Each file comprises two parts:. First, a listing of paired primes:. Offset from the 1st perfect square.

4

Natural Numbers

http://www.naturalnumbers.org/polyalignment.html

Dedicated to explicating prime numbers. Seen in the Sacks Number Spiral. All polynomials of type N 2. Have a fascinating property in common that the traditional parabolic graphing of polynomials (in the Cartesian plane) does not show - namely, pronic. Alignment on the third coefficient. Or to see how it works in QTest. It appears that without exception the greatest concentration of primes for any polynomial - including the uninterrupted prime sequence of a perfect prime polynomial. Note that the pronic a...

5

Natural Numbers

http://www.naturalnumbers.org/highpolys.html

Dedicated to explicating prime numbers. Proximate prime polynomial analysis up to 100,000. S quadratic formula belongs to a select group of polynomials that should be called Perfect Prime Polynomials. In fact, it is the best specimen of this group. The third coefficient, 41, the constant, is equal to the number of prime numbers generated without interruption (from terms 0 to 40). The only other polynomials I know of that belong to this group are n 2 - n 3, n 2 - n 5. Both n 2 - n 17. 2n 2 - 2n 53089.

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numberspiral.com

NumberSpiral.com -- Links

http://www.numberspiral.com/p/links.html

Ulam's Spirals: Towards an Explanation. By Didier van der Straten. By Michael M. Ross.

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naturalnumbers.org

Natural Numbers: Tools for Understanding

Intelligence of the numberverse. Is my personal exploration into number theory. It is autodidactic, and it is iconoclastic. It is factual, and it is speculative. It is not recommended for footnotes! Michael M. Ross. Go forth and multiply". The numbers are here. Out all day long. All day long,. It goes on and on". The First 1,000,000. Lists of Perfect Squares. Generate Your Own Up to 10. Spiral lines and curves. Secrets of the Spiral. Explore the Sacks Number Spiral. What is a "perfect prime polynomial"?

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Der beste Pick Up Blog aller Zeiten! Der Duden definiert Aura als. 8220;besondere (geheimnisvolle) Ausstrahlung”. Meine Aura muss dieses Wochenende verdammt gut gewesen sein. Frauen haben mich approached (no joke! Ich wurde sogar NCed und kaum eine Frau, die ich angesprochen habe, reagierte negativ. Es war unnormal gut. Image courtesy of Boians Cho Joo Young / FreeDigitalPhotos.net. Aber was war da nur los? Ich habe absolut keine Ahnung. Sitzt die Frisur heute etwas anders? Liegt es vielleicht daran?

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