Large values of some zeta-functions near the line $\sigma = 1.$
Résumé
Large values estimates of $|\zeta(\sigma + it)|$ over a set of well-spaced points are obtained, when $\sigma$ is close to the line $\sigma = 1$. Analogous results are obtained for zeta-functions of cusp forms and the Dedekind zeta-funciton.
| Origine | Accord explicite pour ce dépôt |
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