AbstractWe investigate the growth of transcendental meromorphic solutions of some complex q-difference equations and find lower bounds for Nevanlinna lower order for meromorphic solutions of such equations. We also obtain a q-difference version of Tumura–Clunie theorem
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
theory for the q-difference operator and meromorphic solutions of q-difference equation
AbstractWe investigate the growth of transcendental meromorphic solutions of some complex q-differen...
Abstract In this paper, relying on Nevanlinna theory of the value distribution of mer...
Consider a linear $ q $-difference equation: $ a(z)f(z) = b(z)f(qz) + c(z) $, $ 0 < mid q mid < 1 $,...
In this paper, we study q-difference analogues of several central results in value distribution theo...
In this article, we construct explicit meromorphic solutions of first order linear q-difference equa...
In this article, we study the zeros, poles and fixed points of finite order transcendental meromor...
The existence and growth of meromorphic solutions f(z) for some q-difference equations are studied, ...
We investigate higher order difference equations and obtain some results on the growth of transcende...
In this article, we discuss the problem about the properties on solutions for several types of q-dif...
We mainly study growth of linear difference equations ( ) ( + ) + ⋅ ⋅ ⋅ + 1 ( ) ( + 1) + 0 ( ) ( ) =...
The content of this paper was previously included in arXiv:1002.4839We establish some comparison res...
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
theory for the q-difference operator and meromorphic solutions of q-difference equation
AbstractWe investigate the growth of transcendental meromorphic solutions of some complex q-differen...
Abstract In this paper, relying on Nevanlinna theory of the value distribution of mer...
Consider a linear $ q $-difference equation: $ a(z)f(z) = b(z)f(qz) + c(z) $, $ 0 < mid q mid < 1 $,...
In this paper, we study q-difference analogues of several central results in value distribution theo...
In this article, we construct explicit meromorphic solutions of first order linear q-difference equa...
In this article, we study the zeros, poles and fixed points of finite order transcendental meromor...
The existence and growth of meromorphic solutions f(z) for some q-difference equations are studied, ...
We investigate higher order difference equations and obtain some results on the growth of transcende...
In this article, we discuss the problem about the properties on solutions for several types of q-dif...
We mainly study growth of linear difference equations ( ) ( + ) + ⋅ ⋅ ⋅ + 1 ( ) ( + 1) + 0 ( ) ( ) =...
The content of this paper was previously included in arXiv:1002.4839We establish some comparison res...
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
The content of this paper was previously included in arXiv:1002.4839International audienceWe establi...
theory for the q-difference operator and meromorphic solutions of q-difference equation
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