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Dynamics and Global Stability of Higher Order Nonlinear Difference Equation
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Dynamics and Global Stability of Higher Order Nonlinear Difference Equation

E. M. Elsayed and Asma Alghamdi
Journal of computational analysis and applications, Vol.21(3), pp.493-503
01/09/2016

Abstract

Computer Science Computer Science, Theory & Methods Mathematics Mathematics, Applied Physical Sciences Science & Technology Technology
In this paper, we study the behavior of the following rational difference equation with big order x(n+1) = ax(n-l) + bx(n-k)+cx(n-s)/dx(n-t)/ex(n-s)+fx(n-t). where the parameters a, b, c, d, e and f are positive real numbers and the initial conditions x(-r), x(-r+1) center dot center dot center dot, x(-1) and x(0) are positive real numbers where r = max{l, k, s,t}

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