Add to ORKGGiven , , let be the set of all entire functions , with , for which there exists some constant such that . It is shown that the zero set of a function of satisfies and that the union of the zero sets of two functions of is not necessarily the zero set of a function of . Some uniqueness results of Carlson's type are also obtained.</p
ABSTRACT. In this paper we determine a class of entire functions using conditions on their odd and e...
AbstractLet f be a nonconstant entire function and let a be a meromorphic function satisfying T(r,a)...
AbstractLet f be a nonconstant entire function, k and q be positive integers satisfying k>q, and let...
Given p> 0, A> 0, let EA,p be the set of all entire functions f, withf(0) = 1, for which there...
AbstractWe prove two uniqueness theorems for entire functions of finite order that share one finite ...
Abstract. In this paper, we study the uniqueness of entire functions. We mainly obtain the following...
AbstractThis paper studies the uniqueness problem on entire function that share a finite, nonzero va...
We study the uniqueness for entire functions that share small functions of finite order with differ...
In this paper, we study the uniqueness questions of finite order transcendental entire functions and...
We prove that if f is a real entire function of infinite order, then ff ## has infinitely many non-...
AbstractThis paper studies the uniqueness problem on entire function that share a finite, nonzero va...
Abstract In this paper, we mainly discuss the uniqueness problem when an entire function shares 0 CM...
This paper studies uniqueness problems on entire functions that share a finite nonzero value countin...
AbstractThis paper deals with problems of the uniqueness of entire functions that share one value wi...
In this article, we study the uniqueness of entire functions that share small functions of finite o...
ABSTRACT. In this paper we determine a class of entire functions using conditions on their odd and e...
AbstractLet f be a nonconstant entire function and let a be a meromorphic function satisfying T(r,a)...
AbstractLet f be a nonconstant entire function, k and q be positive integers satisfying k>q, and let...
Given p> 0, A> 0, let EA,p be the set of all entire functions f, withf(0) = 1, for which there...
AbstractWe prove two uniqueness theorems for entire functions of finite order that share one finite ...
Abstract. In this paper, we study the uniqueness of entire functions. We mainly obtain the following...
AbstractThis paper studies the uniqueness problem on entire function that share a finite, nonzero va...
We study the uniqueness for entire functions that share small functions of finite order with differ...
In this paper, we study the uniqueness questions of finite order transcendental entire functions and...
We prove that if f is a real entire function of infinite order, then ff ## has infinitely many non-...
AbstractThis paper studies the uniqueness problem on entire function that share a finite, nonzero va...
Abstract In this paper, we mainly discuss the uniqueness problem when an entire function shares 0 CM...
This paper studies uniqueness problems on entire functions that share a finite nonzero value countin...
AbstractThis paper deals with problems of the uniqueness of entire functions that share one value wi...
In this article, we study the uniqueness of entire functions that share small functions of finite o...
ABSTRACT. In this paper we determine a class of entire functions using conditions on their odd and e...
AbstractLet f be a nonconstant entire function and let a be a meromorphic function satisfying T(r,a)...
AbstractLet f be a nonconstant entire function, k and q be positive integers satisfying k>q, and let...