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Baker–Montgomery conjecture on real zeros of quadratic Dirichlet $L$ -function derivatives
Let $d53d_d(d70e_1,d70e_2)$ be the number of real zeros of $L'(s,\chi_d)$ on the interval $[d70e_1,d70e_2]$ , where $\chi_d$ is the primitive quadratic character attached to the fun…
openanalytic-number-theory quadratic-l-functions real-zeros
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Baker–Montgomery conjecture on real zeros of quadratic Dirichlet LLL-function derivatives