Add to ORKGAbstract. It is shown that if f is transcendental and meromorphic in the plane with finitely many critical and asymptotic values then δ(b, f ′) = 0 for every b ∈ C \ {0}. If, in addition, f has finite lower order then the same result holds for higher derivatives
In Chapter 1 we introduce many of the concepts and techniques, including Nevanlinna theory, referred...
Recently, various results on the existence of deficient value or infinitely many zeros of several sp...
Abstract. In this paper, some results of Singh, Gopalakrishna and Kulkarni (1970s) have been extende...
Denote by B the class of transcendental meromorphic functions for which the set of finite critical a...
For a transcendental entire function f(z) in the complex plane, we study its divided differences Gn(...
AbstractLet f be a transcendental meromorphic function in complex plane and have only zeros of multi...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
Abstract. The derivative of a transcendental meromorphic function all of whose zeros are multiple as...
Let f denote a transcendental meromorphic function and b(z) be an arbitrary small function of f, b(z...
Abstract. We prove a theorem which implies the following: if f is meromor-phic of nite order in the ...
Let F be a family of functions meromorphic in the complex plane C and,S a subset of C. We call,S a P...
AbstractIn this paper, by studying the properties of meromorphic functions which have few zeros and ...
In Chapter 1 we introduce many of the concepts and techniques, including Nevanlinna theory, referred...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
The content of this thesis can be divided into two broad topics. The first half investigates the def...
In Chapter 1 we introduce many of the concepts and techniques, including Nevanlinna theory, referred...
Recently, various results on the existence of deficient value or infinitely many zeros of several sp...
Abstract. In this paper, some results of Singh, Gopalakrishna and Kulkarni (1970s) have been extende...
Denote by B the class of transcendental meromorphic functions for which the set of finite critical a...
For a transcendental entire function f(z) in the complex plane, we study its divided differences Gn(...
AbstractLet f be a transcendental meromorphic function in complex plane and have only zeros of multi...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
Abstract. The derivative of a transcendental meromorphic function all of whose zeros are multiple as...
Let f denote a transcendental meromorphic function and b(z) be an arbitrary small function of f, b(z...
Abstract. We prove a theorem which implies the following: if f is meromor-phic of nite order in the ...
Let F be a family of functions meromorphic in the complex plane C and,S a subset of C. We call,S a P...
AbstractIn this paper, by studying the properties of meromorphic functions which have few zeros and ...
In Chapter 1 we introduce many of the concepts and techniques, including Nevanlinna theory, referred...
A number of results are proved concerning non-real zeros of derivatives of real and strictly non-rea...
The content of this thesis can be divided into two broad topics. The first half investigates the def...
In Chapter 1 we introduce many of the concepts and techniques, including Nevanlinna theory, referred...
Recently, various results on the existence of deficient value or infinitely many zeros of several sp...
Abstract. In this paper, some results of Singh, Gopalakrishna and Kulkarni (1970s) have been extende...