2 problems

Pointwise upper-bound conjecture for logarithmic derivatives of Dirichlet $L$ -functions
Fix $\sigma\in(\frac12,1)$ . Let $q$ be a sufficiently large integer, let $\chi$ be a primitive character modulo $q$ , and let $L(s,\chi)$ be its Dirichlet $L$ -function. Pointwise up…
openFrom papersanalytic-number-theory conditional-bounds dirichlet-l-functions
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3
Pointwise upper-bound conjecture for the logarithmic derivative of the Riemann zeta function
Fix $\sigma\in(\frac12,1)$ , and let $\zeta(s)$ denote the Riemann zeta function. Pointwise upper-bound conjecture. For all sufficiently large $t$ , … The source lists this as a conj…
openFrom papersanalytic-number-theory conditional-bounds riemann-zeta-function
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5

Pointwise upper-bound conjecture for logarithmic derivatives of Dirichlet LLL-functions