On the Riemann Hypothesis for the Zeta Function [post]

Xiao-Jun Yang
2021 unpublished
In this paper we address some variants for the products of Hadamard and Patterson. We prove that all zeros of the Riemann $\Xi$--function are real. We also prove that the Riemann hypothesis is true. The equivalence theorems associated with the Riemann zeta--function are obtained in detail.
doi:10.20944/preprints202105.0616.v2 fatcat:j4wtqpxv3zhjfjznqyuewyj24e