Derives the identity ζ(q) = ζ(p)^{q/p} - D_∞^{(p,q)} for q > p > 1 and proves corrected estimators converge at rate O(n^{-min(2p-2, q-1)}).
Dover, 1990
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A Nonlinear Deficiency Identity for the Riemann Zeta Function with Optimal Approximation Rates
Derives the identity ζ(q) = ζ(p)^{q/p} - D_∞^{(p,q)} for q > p > 1 and proves corrected estimators converge at rate O(n^{-min(2p-2, q-1)}).