Authors: Terubumi Honjou
1)Equations of Euler product multiplied by PI, the equation for the area of a circle. 2) All these equations become concentric. 3) Is the Riemann Zeta function can be represented as a sum of an infinite number of simple sin, cos waves by Fourier transform. 4) And sine curve and cosine curve in circular motion, all in concentric circles that share the same center line. 5) Non-trivial Riemann zero was zero and area of a circle of sin and cosine curve that is equivalent to the Riemann Zeta-function To be equivalent. 6) And the area of a circle of sine curve and cosine curve to zero all become concentric axis of rotation (1/2 straight). 7) This is Riemann's "line other than zero point does not exist" would prove that. And Honjo expected.
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[v1] 2016-05-06 02:22:44
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