Real zeros of $L^{\prime }(s,\ddot{I}{‡}_d)$

Youness Lamzouri, Kunjakanan Nath

In 1990, Baker and Montgomery conjectured that $L^{\prime }(s,\ddot{I}{‡}_d)$ has $\asymp \log \log |d|$ real zeros in the interval $[1/2,1]$ for almost all fundamental discriminants $d$. The study o…