AbstractLet f be a nonconstant entire function and let a be a meromorphic function satisfying T(r,a)=S(r,f) and a≢a′. If f(z)=a(z)⇔f′(z)=a(z) and f(z)=a(z)⇒f″(z)=a(z), then f≡f′, and a≢a′ is necessary. This extended a result due to Jank, Mues and Volkmann
This paper studies uniqueness problems on entire functions that share a finite nonzero value countin...
This paper studies the unique range set of meromorphic functions and shows that there exists a finit...
In this paper, Hinkkanen’s problem (1984) is completely solved, i.e., it is shown that any meromorph...
Abstract. It is proved that two nonconstant entire functions in Cn must be identically equal if they...
Abstract. In this paper, we study the uniqueness problem on entire functions sharing xed points and ...
Abstract. We study the uniqueness problems on entire or meromorphic functions concerning differentia...
AbstractLet E be an algebraically closed field of characteristic 0 which is either C or a complete u...
AbstractThis paper studies the uniqueness problem on entire function that share a finite, nonzero va...
The uniqueness theory of meromorphic functions studies the uniqueness conditions which can, to some ...
AbstractIn this paper, we study the uniqueness of meromorphic (resp. entire) functions sharing one v...
In this paper, we deal with the uniqueness problems on entire and meromorphic functions con-cerning ...
AbstractIn this paper, we obtain some uniqueness theorems for entire functions and their derivatives...
Abstract. In this paper, we study the uniqueness of entire functions. We mainly obtain the following...
AbstractWe prove a uniqueness theorem for non-constant meromorphic functions f, g which share three ...
Abstract. In this paper, we deal with the uniqueness of meromorphic functions con-cerning one questi...
This paper studies uniqueness problems on entire functions that share a finite nonzero value countin...
This paper studies the unique range set of meromorphic functions and shows that there exists a finit...
In this paper, Hinkkanen’s problem (1984) is completely solved, i.e., it is shown that any meromorph...
Abstract. It is proved that two nonconstant entire functions in Cn must be identically equal if they...
Abstract. In this paper, we study the uniqueness problem on entire functions sharing xed points and ...
Abstract. We study the uniqueness problems on entire or meromorphic functions concerning differentia...
AbstractLet E be an algebraically closed field of characteristic 0 which is either C or a complete u...
AbstractThis paper studies the uniqueness problem on entire function that share a finite, nonzero va...
The uniqueness theory of meromorphic functions studies the uniqueness conditions which can, to some ...
AbstractIn this paper, we study the uniqueness of meromorphic (resp. entire) functions sharing one v...
In this paper, we deal with the uniqueness problems on entire and meromorphic functions con-cerning ...
AbstractIn this paper, we obtain some uniqueness theorems for entire functions and their derivatives...
Abstract. In this paper, we study the uniqueness of entire functions. We mainly obtain the following...
AbstractWe prove a uniqueness theorem for non-constant meromorphic functions f, g which share three ...
Abstract. In this paper, we deal with the uniqueness of meromorphic functions con-cerning one questi...
This paper studies uniqueness problems on entire functions that share a finite nonzero value countin...
This paper studies the unique range set of meromorphic functions and shows that there exists a finit...
In this paper, Hinkkanen’s problem (1984) is completely solved, i.e., it is shown that any meromorph...
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