On stability analysis of a class of three-dimensional system of exponential difference equations

The boundedness character, persistent nature, and asymptotic conduct of non-negative outcomes of the system of three dimensional exponential form of difference equations were studied in this research: {document}eqnarray* xₙ₊₁ & = &axₙ+byₙ₋₁e^-xₙ, \\ yₙ₊₁ & = &cyₙ+dzₙ₋₁e^-yₙ,\ \\ zₙ₊₁ & = &ezₙ+fxₙ₋₁e^-zₙ, eqnarray*{document} where $ a, \ b, \ c $, $ d, \ e $ and f are non-negative real values, and the initial values x₋₁, \ x₀, \ y₋₁, \ y₀, \ z₋₁, \ z₀ are non-negative real values.