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New Theories / Re: What makes Riemann's Hypothesis Hard to Prove?
« Last post by hamdani yusuf on 20/05/2024 23:03:53 »Below the transition strip, ie 0 < im(s) < (2-α) pi i, S function in the critical strip has a positive slope.
Above the transition strip, ie (2+β) pi i, < im(s) < ∞ i, S function in the critical strip has a negative slope.
At the intersection between the transition strip and the critical strip, it has both positive and negative slope.
Above the transition strip, ie (2+β) pi i, < im(s) < ∞ i, S function in the critical strip has a negative slope.
At the intersection between the transition strip and the critical strip, it has both positive and negative slope.