In this paper, we will give estimates near z = 0 for the logarithmic derivative | f (k)(z) / f(z) | where f is a meromorphic function in a region of the form D(0,R) = {z ∈ C : 0 < |z| < R}. Some applications on the growth of solutions of linear differential equations near a singular point are given
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
We obtain growth estimates for the logarithmic derivative $B'(z)/B(z)$ of a Blaschke product as $|z|...
We obtain growth estimates for the logarithmic derivative $B'(z)/B(z)$ of a Blaschke product as $|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) | ...
summary:In this paper, we investigate the growth of solutions of a certain class of linear different...
summary:In this paper, we investigate the growth of solutions of a certain class of linear different...
We show that each transcendental meromorphic solution f(z) of the functional equation ∑nj=0aj(z)f(cj...
summary:This paper is devoted to studying the growth and oscillation of solutions and their derivati...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
AbstractThere are shown some connections between the growth of a meromorphic function and the coeffi...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
We obtain growth estimates for the logarithmic derivative $B'(z)/B(z)$ of a Blaschke product as $|z|...
We obtain growth estimates for the logarithmic derivative $B'(z)/B(z)$ of a Blaschke product as $|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) | ...
summary:In this paper, we investigate the growth of solutions of a certain class of linear different...
summary:In this paper, we investigate the growth of solutions of a certain class of linear different...
We show that each transcendental meromorphic solution f(z) of the functional equation ∑nj=0aj(z)f(cj...
summary:This paper is devoted to studying the growth and oscillation of solutions and their derivati...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
AbstractThere are shown some connections between the growth of a meromorphic function and the coeffi...
It is shown that two key results on transcendental singularities for meromorphic functions of finite...
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
Extending a Theorem of Bergweiler and Langley concerning nonvanishing derivative
We obtain growth estimates for the logarithmic derivative $B'(z)/B(z)$ of a Blaschke product as $|z|...
We obtain growth estimates for the logarithmic derivative $B'(z)/B(z)$ of a Blaschke product as $|z|...
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