Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
1710459 | Applied Mathematics Letters | 2006 | 5 Pages |
Abstract
A potent approach of subsequence analysis is introduced in this work, for investigating the following equation: xn=xn−kbxn−m+xn−lb+axn−kb+xn−mxn−lb+a,n=1,2,…, where k,m,lk,m,l are positive integers, xs,xs+1,…,x0∈(0,∞),s=min{1−k,1−m,1−l},a,b≥0xs,xs+1,…,x0∈(0,∞),s=min{1−k,1−m,1−l},a,b≥0. The global asymptotical stability of the above equation is verified, which extends and includes many corresponding results obtained in the cited references.
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Authors
Zhi Li, Deming Zhu,