Divisor Drips and
Square Root Waves


Prime Numbers are the Holes in
Complex Composite Number Patterns






References

[1] Chaitin, G. Meta Math! The Quest for Omega. Pantheon. 2005 page 16

[2] Cox, D. Visualizing The Sieve of Eratosthenes. Notices of the American Mathematical Society. volume 55, issue 5, page 579. 2008

[3] du Sautoy, M. The Music of the Primes. Harper Collins, 2003. Page 34

[4] Kirk, A. Catching Primes. +Plus Magazine, Issue 47, 2008. University of Cambridge Millennium Mathematics Project Centre for Mathematical Sciences Wilberforce Road Cambridge CB3 0WA. Website: http://plus.maths.org/content/catching-primes

[5] Lakoff, G. and Nu–ez. R. Where Mathematics Comes From: How the Embodied Mind Brings Mathematics into Being. Basic. 2000

[6] Riemann, B. "On the Number of Primes Less than a Given Magnitude". In Gesammelte Werke, Teubner, Leipzig. 1859.

[7] Rucker, R. Mind Tools - the Five Levels of Mathematical Reality. Houghton Mifflin Company, 1987.

[8] Sabbagh, K. quoted in the book, What We Believe but Cannot Prove. Ed. Brockman, J. Harper Perennial, 2006. page 21

[9] Sacks, R. Number Spiral. 2003. web site published online at: http://www.numberspiral.com/ 2003 - 2007 by Robert Sacks

[10] Stein, M. L., S. M. Ulam, and M. B. Wells. 1964, A visual display of some properties of the distribution of primes. AMA 71(May):516-520.

[11] Thomasson, D., From Knight Moves to Primes. 2001. web site published at http://www.BordersChess.org/KTprimes.htm 2001 by Dan Thomasson

[12] Tomes, R. Harmonics Theory - The Physics and Maths: web site address: http://ray.tomes.biz/maths.html

[13] Ventrella, J. Prime Numbers are the Holes Behind Complex Composite Patterns. Presented at the International Conference on Complex Systems 2007, October 28-November 2, Boston, MA. web site: http://knowledgetoday.org/wiki/index.php/ICCS07/240

[14] Wolfram, S. 2002. A New Kind of Science. Wolfram Media, Inc. page 132









Acknowledgements About the Author