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Some Uniqueness Results on Meromorphic Functions Sharing Two or Three Sets

Sarajevo Journal of Mathematics
Using the notions of weighted and pseudo sharing of sets, we prove some uniqueness theorems on meromorphic functions that share two or three sets. The results in this paper improve and supplement many known results.
A. Banerjee, S. Mukherjee
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Study of Uniqueness of Meromorphic Functions with the Difference Operator

International Scientific Journal of Engineering and Management
There are some uniqueness problems with meromorphic functions with difference operators that we looked into in this paper. We looked at them in the light of partial sharing. Specifically, we have obtained two uniqueness results by considering sharing and
Touqeer Ahmed
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On a Conjecture of Zheng Jianhua

Sarajevo Journal of Mathematics
In this paper, a new proof of the existence of the $T$ direction is given. Furthermore, we prove that for a meromorphic function $f$ with finite lower order, satisfying $\limsup\limits_{r\rightarrow \infty} \frac{T(r,f)}{\log^{2}r}=\infty,$ there exists ...
Zhaojun Wu
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Uniqueness of Meromorphic Functions When Two Differential Polynomials Share One Value

Sarajevo Journal of Mathematics
The paper deals with the uniqueness problems of meromorphic functions related to differential polynomials that share one value with finite weight. We prove three uniqueness results which significantly rectify, improve and supplement some recent results ...
Abhijit Banerjee, P. Sahoo
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