Title of article :
Global attractivity for a family of nonlinear difference equations Original Research Article
Author/Authors :
Taixiang Sun، نويسنده , , Hongjian Xi، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2007
Pages :
5
From page :
741
To page :
745
Abstract :
In this note, we consider the following nonlinear difference equation: View the MathML sourcexn+1=f(xn−r1,…,xn−rk)g(xn−m1,…,xn−ml)+h(xn−p1,…,xn−ps)+1f(xn−r1,…,xn−rk)+g(xn−m1,…,xn−ml)+h(xn−p1,…,xn−ps),n=0,1,…, Turn MathJax on where f∈C((0,+∞)k,(0,+∞))f∈C((0,+∞)k,(0,+∞)), g∈C((0,+∞)l,(0,+∞))g∈C((0,+∞)l,(0,+∞)) and h∈C((0,+∞)s,[0,+∞))h∈C((0,+∞)s,[0,+∞)) with k,l,s∈{1,2,…}k,l,s∈{1,2,…}, 0≤r1<⋯
Keywords :
positive solution , Difference equation , Global asymptotic stability , Locally stable , Equilibrium
Journal title :
Applied Mathematics Letters
Serial Year :
2007
Journal title :
Applied Mathematics Letters
Record number :
898430
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