Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Abstract     study the boundedness, the persistence and the asymptotic behavior of the positive solutions of the following systems of two difference equations of exponential form:           x    n  +  1    =    α  +  β    e    -    y    n        γ  +    y    n  -  1      ,      y    n  +  1    =    δ  +  ϵ    e    -    x    n        ζ  +    x    n  -  1      ,            x    n  +  1    =    α  +  β    e    -    y    n        γ  +    x    n  -  1      ,      y    n  +  1    =    δ  +  ϵ    e    -    x    n        ζ  +    y    n  -  1      ,            x    n  +  1    =    α  +  β    e    -    x    n        γ  +    y    n  -  1      ,      y    n  +  1    =    δ  +  ϵ    e    -    y    n        ζ  +    x    n  -  1      ,       where  α ,  β ,  γ ,  δ ,  ϵ ,  ζ  are positive constants and the initial values  x  −1 ,  x  0 ,  y  −1 ,  y  0  are positive constants.
['G. Papaschinopoulos', 'Michael A. Radin', 'C. J. Schinas']
I am writing a research paper on a idea Study of the asymptotic behavior of the solutions of three systems of difference equations of exponential form
[{"from": "human", "value": "I am writing a research paper on a idea Study of the asymptotic behavior of the solutions of three systems of difference equations of exponential form"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Abstract     study the boundedness, the persistence and the asymptotic behavior of the positive solutions of the following systems of two difference equations of exponential form:           x    n  +  1    =    \u03b1  +  \u03b2    e    -    y    n        \u03b3  +    y    n  -  1      ,      y    n  +  1    =    \u03b4  +  \u03f5    e    -    x    n        \u03b6  +    x    n  -  1      ,            x    n  +  1    =    \u03b1  +  \u03b2    e    -    y    n        \u03b3  +    x    n  -  1      ,      y    n  +  1    =    \u03b4  +  \u03f5    e    -    x    n        \u03b6  +    y    n  -  1      ,            x    n  +  1    =    \u03b1  +  \u03b2    e    -    x    n        \u03b3  +    y    n  -  1      ,      y    n  +  1    =    \u03b4  +  \u03f5    e    -    y    n        \u03b6  +    x    n  -  1      ,       where  \u03b1 ,  \u03b2 ,  \u03b3 ,  \u03b4 ,  \u03f5 ,  \u03b6  are positive constants and the initial values  x  \u22121 ,  x  0 ,  y  \u22121 ,  y  0  are positive constants."}]