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Geometry |
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Authors: Shanzhong Zou
This paper constructs a "three-dimensional complex coordinate system" and proposes that the non-trivial zeros of the Riemann Zeta function lie on demarcation lines within the critical region. By infinitely projecting the singular point s=1 between complex planes in the 3D complex space and the standard complex plane, we derive regions where non-trivial zeros cannot exist. The boundaries of these regions (including Re(s) =1/2) are identified as potential loci for zeros.
Comments: 4 Pages.
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[v1] 2025-05-10 09:56:06
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