In this study, we investigated the global asymptotic behaviors of their solutions by taking the second-order difference equation system. According to the given conditions, we obtained some asymptotic results for the positive balance of the system. We have also worked on q-fast changing functions. Such functions form the class of q-Caramate functions. We have applied q-Caramate functions to linear q-difference equations and We have also learned about the asymptotic behavior of solutions. In addition, we have studied the problem of initial and boundary value for the q-difference equatio
In this work, we study the boundedness and the global asymptotic behavior of the solutions of the di...
In this paper, we study the boundedness and persistence, existence and uniqueness of positive equili...
In this article, we investigate the asymptotic behaviour of solutions of systems of rational differe...
summary:The paper can be understood as a completion of the $q$-Karamata theory along with a related ...
The purpose of the doctoral dissertation is to determine the conditions for the existence and to exa...
In this difference equation, Stability, Periodicity, boundedness, global Stability. We investigate s...
AbstractFor second-order linear and nonlinear difference equations some qualitative properties of so...
We investigate the global asymptotic behavior of solutions of the system of difference equations , ...
In this paper, we study the qualitative behavior of some systems of second-order rational difference...
AbstractIn this paper, we study the qualitative behavior of some systems of second-order rational di...
This paper is concerned with the global asymptotic behavior of positive solution for a system of two...
We introduce a finite difference and q-difference analogues of the Asymptotic Iteration Method of Ci...
This paper is concerned with the global asymptotic behavior of positive solution for a system of two...
AbstractWe present sufficient conditions which guarantee that all positive solutions of some higher ...
In the paper sufficient conditions for the difference equation r qx = iCLn X n+i i=o to have a solut...
In this work, we study the boundedness and the global asymptotic behavior of the solutions of the di...
In this paper, we study the boundedness and persistence, existence and uniqueness of positive equili...
In this article, we investigate the asymptotic behaviour of solutions of systems of rational differe...
summary:The paper can be understood as a completion of the $q$-Karamata theory along with a related ...
The purpose of the doctoral dissertation is to determine the conditions for the existence and to exa...
In this difference equation, Stability, Periodicity, boundedness, global Stability. We investigate s...
AbstractFor second-order linear and nonlinear difference equations some qualitative properties of so...
We investigate the global asymptotic behavior of solutions of the system of difference equations , ...
In this paper, we study the qualitative behavior of some systems of second-order rational difference...
AbstractIn this paper, we study the qualitative behavior of some systems of second-order rational di...
This paper is concerned with the global asymptotic behavior of positive solution for a system of two...
We introduce a finite difference and q-difference analogues of the Asymptotic Iteration Method of Ci...
This paper is concerned with the global asymptotic behavior of positive solution for a system of two...
AbstractWe present sufficient conditions which guarantee that all positive solutions of some higher ...
In the paper sufficient conditions for the difference equation r qx = iCLn X n+i i=o to have a solut...
In this work, we study the boundedness and the global asymptotic behavior of the solutions of the di...
In this paper, we study the boundedness and persistence, existence and uniqueness of positive equili...
In this article, we investigate the asymptotic behaviour of solutions of systems of rational differe...