  The Riemann Hypothesis is a conjecture made in 1859 by the great
mathematician Riemann that all the complex zeros of the zeta function
$\zeta(s)$ lie on the `critical line' ${Rl} s= 1/2$. Our analysis shows that
the assumption of the truth of the Riemann Hypothesis leads to a contradiction.
We are therefore led to the conclusion that the Riemann Hypothesis is not true.
