- #1
JeremyEbert
- 204
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I have read several books on the Riemann Hypothesis and have a general understanding of the non-trivial zeros and their real part 1/2. In my own studies I have devised a root system based upon some of Euclid’s ideas and congruence that identifies some interesting properties of the square roots of prime numbers. I have included a graph of the root system which I hope visually depicts some these properties and their uses in factoring. In my root system prime numbers only fall on the parabola with the vertex of 1/2. I wonder what relation, if any, can be compared to the non-trivial zeros and their real part 1/2?
http://4.bp.blogspot.com/_u6-6d4_gs.../bdPIJMIFTLE/s1600/prime-+square+12a+zoom.png
http://2.bp.blogspot.com/_u6-6d4_gs...AAAE8/_hov_b0sno4/s1600/prime-+square+12a.png
http://4.bp.blogspot.com/_u6-6d4_gs.../bdPIJMIFTLE/s1600/prime-+square+12a+zoom.png
http://2.bp.blogspot.com/_u6-6d4_gs...AAAE8/_hov_b0sno4/s1600/prime-+square+12a.png