Add to ORKGAbstract. Let f be transcendental and meromorphic in the plane. We obtain sharp lower bounds for the growth of f, in terms of the minimum spherical distance between the critical values of f. The extremal examples arise from elliptic functions
AbstractLet D be a region, {rn}n∈N a sequence of rational functions of degree at most n and let each...
AbstractThis paper is devoted to studying the growth property and the pole distribution of meromorph...
Estimating the growth of meromorphic solutions has been an important topic of research in complex di...
In the paper we study the comparative growth properties of com-posite meromorphic functions using pL...
Let f be an entire function. We denote by R(w, f) the distance between a maximum modulus point w and...
Let /be a meromorphic function in the complex plane. We will use the following standard notations of...
Let f be a meromorphic mapping from Cn into a compact complex manifold M. In this paper we give some...
Let f be a meromorphic mapping from Cn into a compact complex manifold M. In this paper we give some...
Cataloged from PDF version of article.We obtain asymptotical bounds from below for the distance betw...
If is a meromorphic function in the complex plane, R. Nevanlinna noted that its characteristic func...
Let $f$ be a transcendental meromorphic function and $U$ be an invariant Baker domain of $f$. We ob...
We obtain lower asymptotic at ∞ estimates of the distance between a maximum modulus point and zero s...
Abstract. Let f be meromorphic in the plane and let g be an entire function such that f(z) ∈ Z when...
Suppose that f(z) is a meromorphic function of finite lower order mu and that argz=theta(k)(k=1,2,.....
Presenting some new arguments in the theory of critical points of distance functions, we generalize ...
AbstractLet D be a region, {rn}n∈N a sequence of rational functions of degree at most n and let each...
AbstractThis paper is devoted to studying the growth property and the pole distribution of meromorph...
Estimating the growth of meromorphic solutions has been an important topic of research in complex di...
In the paper we study the comparative growth properties of com-posite meromorphic functions using pL...
Let f be an entire function. We denote by R(w, f) the distance between a maximum modulus point w and...
Let /be a meromorphic function in the complex plane. We will use the following standard notations of...
Let f be a meromorphic mapping from Cn into a compact complex manifold M. In this paper we give some...
Let f be a meromorphic mapping from Cn into a compact complex manifold M. In this paper we give some...
Cataloged from PDF version of article.We obtain asymptotical bounds from below for the distance betw...
If is a meromorphic function in the complex plane, R. Nevanlinna noted that its characteristic func...
Let $f$ be a transcendental meromorphic function and $U$ be an invariant Baker domain of $f$. We ob...
We obtain lower asymptotic at ∞ estimates of the distance between a maximum modulus point and zero s...
Abstract. Let f be meromorphic in the plane and let g be an entire function such that f(z) ∈ Z when...
Suppose that f(z) is a meromorphic function of finite lower order mu and that argz=theta(k)(k=1,2,.....
Presenting some new arguments in the theory of critical points of distance functions, we generalize ...
AbstractLet D be a region, {rn}n∈N a sequence of rational functions of degree at most n and let each...
AbstractThis paper is devoted to studying the growth property and the pole distribution of meromorph...
Estimating the growth of meromorphic solutions has been an important topic of research in complex di...