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The uniqueness problem evaluates a meromorphic function's values shared with its derivative, suggesting significant improvements.
In the paper, we deal with the uniqueness problem of a shift of a meromorphic function that shares three values CM with its first derivative, and obtain two results. Our first result improves the recent result of Qi et al. [1] by dropping the assumption on the order of f , and our second result reduces the lower bound of n of another result of Qi et al. [1]. Moreover, we exhibit two examples to show that our results are the best possible.
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Majumder et al. (2026) studied this question.
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