Global Attractivity in a Delay Difference Equation
Received:October 31, 2000  
Key Words: delay difference equation   global asymptotic stability   global attractivity   semicycle   periodic point of prime period two.  
Fund Project:Supported by the NNSFC(10071022), Mathematical Tianyuan Foundation ofChina (Ty10026002-01-05-03), and Shanghai Priority Academic Discipline.
Author NameAffiliation
LI Xian-yi Dept. of Math.
East China Normal University
Shanghai
China
School of Mathematics and Physis
Nanhua University
Hunan
Hengyang
China 
ZHU De-ming Dept. of Math.
East China Normal University
Shanghai
China 
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Abstract:
      A new sufficient condition is given for the global attractivity of solutions of the delay difference equation xn+1=xnf(xn,xn-1), n = 0,1…,As an application, our results partly confirm a conjecture of G. Ladas.
Citation:
DOI:10.3770/j.issn:1000-341X.2003.02.014
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