Add to ORKGAbstractThere are shown some connections between the growth of a meromorphic function and the coeffi...
By the results of Fatou and Nevalinna any function F(z), meromorphic in |z| < 1, with bounded charac...
AbstractWe consider entire functions of finite order for which zero is a Nevanlinna deficient value....
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Abstract. We consider the differential operator Λk defined by Λk(y) = Ψk(y) + ak−1Ψk−1(y) + · · ·+...
In this paper, we will give estimates near z = 0 for the logarithmic derivative | f (k)(z) / f(z) | ...
In this paper, we will give estimates near z = 0 for the logarithmic derivative | f (k)(z) / f(z) | ...
In this paper, we will give estimates near z = 0 for the logarithmic derivative | f (k)(z) / f(z) | ...
The paper determines all meromorphic functions f in C such that f and F have finitely many zeros, wh...
AbstractLet E be a subset of the complex plane C consisting of a countable set of points tending to ...
AbstractThe purpose of this note is to generalize the main result (Theorem A) of A. Edrei (Trans. Am...
The paper determines all meromorphic functions f in C such that f and F have finitely many zeros, wh...
We extend two theorems on fixpoints of f(z) by Langley and Zheng [1] to the consideration of points ...
In this paper, we discuss meromorphic solutions of functional equations over non-Archimedean fields,...
AbstractThere are shown some connections between the growth of a meromorphic function and the coeffi...
By the results of Fatou and Nevalinna any function F(z), meromorphic in |z| < 1, with bounded charac...
AbstractWe consider entire functions of finite order for which zero is a Nevanlinna deficient value....
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Abstract. We consider the differential operator Λk defined by Λk(y) = Ψk(y) + ak−1Ψk−1(y) + · · ·+...
In this paper, we will give estimates near z = 0 for the logarithmic derivative | f (k)(z) / f(z) | ...
In this paper, we will give estimates near z = 0 for the logarithmic derivative | f (k)(z) / f(z) | ...
In this paper, we will give estimates near z = 0 for the logarithmic derivative | f (k)(z) / f(z) | ...
The paper determines all meromorphic functions f in C such that f and F have finitely many zeros, wh...
AbstractLet E be a subset of the complex plane C consisting of a countable set of points tending to ...
AbstractThe purpose of this note is to generalize the main result (Theorem A) of A. Edrei (Trans. Am...
The paper determines all meromorphic functions f in C such that f and F have finitely many zeros, wh...
We extend two theorems on fixpoints of f(z) by Langley and Zheng [1] to the consideration of points ...
In this paper, we discuss meromorphic solutions of functional equations over non-Archimedean fields,...
AbstractThere are shown some connections between the growth of a meromorphic function and the coeffi...
By the results of Fatou and Nevalinna any function F(z), meromorphic in |z| < 1, with bounded charac...
AbstractWe consider entire functions of finite order for which zero is a Nevanlinna deficient value....