AbstractThe Lemma on the Logarithmic Derivative of a meromorphic function has many applications in the study of meromorphic functions and ordinary differential equations. In this paper, a difference analogue of the Logarithmic Derivative Lemma is presented and then applied to prove a number of results on meromorphic solutions of complex difference equations. These results include a difference analogue of the Clunie lemma, as well as other results on the value distribution of solutions
In this paper, we study q-difference analogues of several central results in value distribution theo...
Abstract. In this paper, by using the q-difference analogue of lemma on the logarithmic derivative l...
In a recent paper [1], Ablowitz, Halburd and Herbst applied Nevanlinna theory to prove some results ...
The Lemma on the Logarithmic Derivative of a meromorphic function has many applications in the study...
AbstractThe Lemma on the Logarithmic Derivative of a meromorphic function has many applications in t...
The Lemma on the Logarithmic Derivative of a meromorphic function has many applications in the study...
A crucial ingredient in the recent discovery by Ablowitz, Halburd, Herbst and Korhonen (2000, 2007) ...
Difference analogue of the lemma on the logarithmic derivative with applications to difference equat...
Nevanlinna theory for the q-difference operator and meromorphic solutions of q-difference equation
The main purpose of this paper is to prove difference and q-difference counterparts of the Clunie an...
The complex analytic structure of solutions of difference equations considered to be of Painleve ́ t...
Certain estimates involving the derivative f 7! f 0 of a meromorphic function play key roles in the ...
The Painlevé property is closely connected to differential equations that are integrable via related...
For various classes of linear ordinary analytic difference equations with meromorphic coefficients, ...
For various classes of linear ordinary analytic difference equations with meromorphic coefficients, ...
In this paper, we study q-difference analogues of several central results in value distribution theo...
Abstract. In this paper, by using the q-difference analogue of lemma on the logarithmic derivative l...
In a recent paper [1], Ablowitz, Halburd and Herbst applied Nevanlinna theory to prove some results ...
The Lemma on the Logarithmic Derivative of a meromorphic function has many applications in the study...
AbstractThe Lemma on the Logarithmic Derivative of a meromorphic function has many applications in t...
The Lemma on the Logarithmic Derivative of a meromorphic function has many applications in the study...
A crucial ingredient in the recent discovery by Ablowitz, Halburd, Herbst and Korhonen (2000, 2007) ...
Difference analogue of the lemma on the logarithmic derivative with applications to difference equat...
Nevanlinna theory for the q-difference operator and meromorphic solutions of q-difference equation
The main purpose of this paper is to prove difference and q-difference counterparts of the Clunie an...
The complex analytic structure of solutions of difference equations considered to be of Painleve ́ t...
Certain estimates involving the derivative f 7! f 0 of a meromorphic function play key roles in the ...
The Painlevé property is closely connected to differential equations that are integrable via related...
For various classes of linear ordinary analytic difference equations with meromorphic coefficients, ...
For various classes of linear ordinary analytic difference equations with meromorphic coefficients, ...
In this paper, we study q-difference analogues of several central results in value distribution theo...
Abstract. In this paper, by using the q-difference analogue of lemma on the logarithmic derivative l...
In a recent paper [1], Ablowitz, Halburd and Herbst applied Nevanlinna theory to prove some results ...