Under RH and a pole-damping width bound, a Gaussian–Perron prime-side defect near each fixed simple critical-line zero equals −a Re(e^{−λ}/λ) up to an exponentially small nonlocal error.
A monotonicity property of Riemann’sξ function and a reformulation of the Riemann Hypothesis
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A Gaussian-Perron Prime-Side Defect and Local Profiles Near Critical-Line Zeros of the Riemann Zeta Function
Under RH and a pole-damping width bound, a Gaussian–Perron prime-side defect near each fixed simple critical-line zero equals −a Re(e^{−λ}/λ) up to an exponentially small nonlocal error.