
\documentclass{article}


\begin{document}

\begin{rawhtml}
<h1 align=center> Logarithmic integrals
</h1>
\end{rawhtml}


V. V. Volchkov [
\begin{rawhtml}
<a href="http://www.ams.org/msnmain?fn=130&s1=96g:11111&pg1=MR">MR 96g:11111</a>
\end{rawhtml}] has recently proved that the truth of the Riemann hypothesis is equivalent to the equality 
\int_0^\infty \int_{1/2}^\infty \frac{1-12y^2}{)1+4 y^2)^3}\log(|\zeta(x+iy)|)~dx ~dy =\pi\frac{3-\gamma}{32}$$\begin{rawhtml}
<p> <br>
<hr>
<p> <br>
Back to the 
<a href="http://www.aimath.org/WWN/rh/"> main index</a> 
for The Riemann Hypothesis.
\end{rawhtml}

\end{document}

