The paper derives an asymptotic for S_T(a,δ) = Σ ζ'(ρ_a+iδ) X^{ρ_a} over a-points, generalizing and correcting earlier formulas by Fujii, Garunkštis-Steuding, and Jakhlouti-Mazhouda.
Fujii, On the distribution of values of the derivative of the Riemann zeta function at its zeros, I, Proc
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Note on the $a$-points of the Riemann zeta function
The paper derives an asymptotic for S_T(a,δ) = Σ ζ'(ρ_a+iδ) X^{ρ_a} over a-points, generalizing and correcting earlier formulas by Fujii, Garunkštis-Steuding, and Jakhlouti-Mazhouda.