|
|
| |
| Meromorphic Functions Partially Share Three Valueswith Their Difference Operators |
| |
Citation： |
Feng Lv,Zhenliu YANG.Meromorphic Functions Partially Share Three Valueswith Their Difference Operators[J].Chinese Annals of Mathematics B,2026,(2):421~428 |
| Page view： 88
Net amount： 33 |
Authors： |
Feng Lv; Zhenliu YANG |
Foundation： |
Natural Science Foundation of Shandong Province (No. ZR2022MA014) |
|
|
| Abstract： |
In this paper, the authors firstly give a simple proof and strengthened version
of a uniqueness theorem of meromorphic functions which partially share 0, ∞ CM and
1 IM with their difference operators. In addition, they partially solve a conjecture given
by Chen-Yi (2013) and generalize some previous theorems by Chen (2018) and Chen-Xu
(2022). Furthermore, the authors obtain a uniqueness result of the k-th derivative of
meromorphic functions with its shift, which is a generalization of some previous theorems
by Chen-Xu (2022), Qi-Li-Yang (2018) and Qi-Yang (2020). |
Keywords： |
Uniqueness Meromorphic Difference operator Shared values |
Classification： |
30D30, 39A10 |
|
|
Download PDF Full-Text
|
|
|
|
