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Polynomial of a meromorphic function and its k-th derivative sharing a set

机译:亚纯函数的多项式及其<重点类型=“斜体”> k -th衍生物共享集合

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摘要

The paper deals with the problem of determining some sufficient conditions under which a polynomial generated by a meromorphic function and its k -th derivative sharing a set become identical. In this context, we have somehow been able to present an unique range set for a special class of meromorphic functions with smallest cardinalities. We have exhibited a number of examples relevant to the content of the paper.
机译:本文涉及确定一些足够条件的问题,其中由亚纯函数产生的多项式及其K -Th导数共享集合变得相同。 在这种情况下,我们在某种程度上已经能够为特殊类别的亚ermorphic函数提供独特的范围,具有最小的基数。 我们展示了与纸张内容相关的一些例子。

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