Uniqueness of \(L\) function with special class of meromorphic function in the light of two shared sets (Q2243644)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Uniqueness of \(L\) function with special class of meromorphic function in the light of two shared sets |
scientific article |
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Uniqueness of \(L\) function with special class of meromorphic function in the light of two shared sets (English)
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11 November 2021
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In this paper, the uniqueness problems of values and set sharing for an \(L\)-function \(\mathcal{L}\) from the Selberg class and an arbitrary meromorphic functions \(f\) having finite poles are solved. More exactly, the conditions to be \(f \equiv {\mathcal{L}}\) for sharing sets are precisely described, and examples of such sets are given.
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meromorphic function
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\(L\) function
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uniqueness
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shared sets
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0.9825177
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0.9786154
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0.96318024
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0.9572257
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0.95468485
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0.95468485
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0.9527322
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