  Recently, we have established the generalized Li's criterion equivalent to
the Riemann hypothesis, viz. demonstrated that the sums over all non-trivial
Riemann function zeroes k_n,a=Sum_rho(1-(1-((rho-a)/(rho+a-1))^n) for any real
a not equal to 1/2 are non-negative if and only if the Riemann hypothesis holds
true; arXiv:1304.7895 (2013); Ukrainian Math. J., V.66, N3, 371-383 (2014). An
arithmetic interpretation of this generalized Li's criterion is given here.
