Abstract
In this paper, we describe a family of meromorphic functions in \(\mathbf {C}\) from analyzing some properties of these L-functions in the extended Selberg class and show two uniqueness results of such a function, in terms of shared values with a general meromorphic function in \(\mathbf {C}\). In particular, we show the condition “\(\displaystyle {1\mathsf{CM}+3\mathsf{IM}}\) value-sharing” suffices.
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