Demonstrates spectral statistics matching Riemann zeros in prime number lattice, indicating significant mathematical implications.
Description (Zenodo): This paper introduces a self-adjoint operator K̃ on the prime number lattice, demonstrates GUE spectral statistics (KS p-value = 0.905) matching Riemann zeros, proves an exact rank-one decomposition with a closed-form secular equation, and provides numerical evidence for a non-vanishing spectral gap Δ∞ ≈ 0.961.
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Oleg Glushkov (2026) studied this question.
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