A remark on uniqueness of $L$-functions in the extended Selberg class
Volume 165 / 2021
Colloquium Mathematicum 165 (2021), 131-138
MSC: Primary 30D35; Secondary 11M36.
DOI: 10.4064/cm8209-6-2020
Published online: 17 December 2020
Abstract
It is shown that an $L$-function in the extended Selberg class is uniquely determined by some invariants, such as the degree $d_{L}$, $\lambda _{{L}}Q^2$, the trivial and nontrivial zeros.
