Zhuo Chen

Explicit Self-Adjoint Operator for the Riemann Zeros: Jacobi Matrix Construction, Cardano Formula for J3, and High-Precision Numerical Localisation

We write down explicitly an infinite symmetric Jacobi matrix whose spectrum, under the Riemann Hypothesis, is the set {1/γ_n^2} where ρ_n=1/2+iγ_n are the non-trivial zeros of the Riemann zeta function. The construction proceeds through: (1) the three-term identity ζ(s)=Li_s(z_1)...