受限超阶的整函数与线性c移位算子共享一组两个小函数IM

A. Banerjee, Arpita Roy
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引用次数: 0

摘要

目的建立一个限制超阶整函数与其线性c移位算子之间的关系。设计/方法论/方法已经使用了差分和移位算子以及价值分配理论中论文的标准方法论。发现当零的收敛指数严格小于其阶数时,在共享一组两个小函数IM(忽略乘法性)的外围条件下,发现了限制超阶的整个函数与其线性c移位算子之间的关系。这项研究工作是对前两篇论文的改进和扩展。独创性/价值这是一项独创的研究工作。
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Entire functions of restricted hyper-order sharing a set of two small functions IM with their linear c-shift operators
PurposeThe paper aims to build the relationship between an entire function of restricted hyper-order with its linear c-shift operator.Design/methodology/approachStandard methodology for papers in difference and shift operators and value distribution theory have been used.FindingsThe relation between an entire function of restricted hyper-order with its linear c-shift operator was found under the periphery of sharing a set of two small functions IM (ignoring multiplicities) when exponent of convergence of zeros is strictly less than its order. This research work is an improvement and extension of two previous papers.Originality/valueThis is an original research work.
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来源期刊
Arab Journal of Mathematical Sciences
Arab Journal of Mathematical Sciences Mathematics-Mathematics (all)
CiteScore
1.20
自引率
0.00%
发文量
17
审稿时长
8 weeks
期刊最新文献
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