General Mathematics

   

Simulation of Nontrivial Zero of Riemann Zeta Function Ver.2

Authors: Toshiro Takami

Simulation of the nontrivial zero of Riemann's prediction succeeded in mimicking with rotational force alone. Although it is a simulation with only the rotational force, it is a very approximate value because the initial value was set as the first nonzero point of the Riemann zeta function. We adopted a method of placing a rotating force on the previous value and stacking it. I could reproduce how the dragon climbs up the x = 0.5 axis. In 1.0 of the interval of the nuclear energy, simulation did not hold and it was forced to take the value of 1.1. At first, although it is out of the nonobvious point of Riemann's prediction, it gradually becomes an approximate value. However, this may also be lower than the previous value, and it should be improved in the future.

Comments: 4 Pages.

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Submission history

[v1] 2018-09-14 14:24:04

Unique-IP document downloads: 4 times

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