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Finite-radius Jensen and relative-entropy formulations of the Balazard--Saias--Yor criterion
We give two explicit reformulations of a Balazard--Saias--Yor type criterion for the Riemann hypothesis. First, Jensen's formula is applied to $u(s)=(s-1)ζ(s)$ after mapping the unit disk onto $Re s<1/2$. For the normalization whose center corresponds to $s=-1/2$, the images $z_n=(4n-1)/(4n+3)$ of t
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