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View Full Version : The debut of Inverse zero


dodge
07-21-2009, 12:54 AM
This inverse 19 has made its debut. It has its own

web site -www Inverse19mathematics.com,

but the point is that I want to carefully inform the readers the significance of this challenge to current mathematical theory which is very convoluted. We have discovered the practical meaning and solution to Riemanns hypothesis . We can discuss this once readers have reviewed the inverse19mathematics.com

the differential value of -1 is 0.333, its actual value by proprtion is 0.0027 (1/361) and its value in relation to 1 is -1. Its premise lies in "inverse law" -- "that all form or dimension must be defined/referenced by its least absence ". This is a revolutionary idea based on the actual findings that inverse 19 transects mathematical proportion in the continuum by exactly the diffretential of 1 which is 1:3. Also that Pi can be split and is actually the hypotenuse value of (18.947)-19 degrees at 1 :3 exact.

Fellows you must seriously review the significance of 19 because it is going to change mathematics for you . I might attach a very limited files, but all diagrams are available at web site . here here is a diversion from current mathematics--- 1^-1=0.333 the base prime function. If there is a willingness to discuss this and develop the concept further, I wll discuss this along or you can discuss this opn your own , but please review this, because about 17, 000 have seen the site in two days already.

dodge
07-21-2009, 01:04 AM
I will try and attach files for your review

dodge
07-22-2009, 01:24 PM
Please pay attention to the Diagram Pi equalized and and !/3 at 19, and the square of the circle at 19 at www.inverse19mathematics.com,


we can discuss the differential of 1 as 3. Now about 20,000 have viewed it is 3 days, Please this is a nice quiet forum, we can discuss this but most of you who understand Riemans , you can see Riemanns Prime convergence is same as inverse 19. Join in developing this new mathamatics that Rieman was close to formulating .