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THE STABILITY OF SCALAR AUTONOMOUS DIFFERENCE EQUATIONS 被引量:2
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作者 张书年 《Annals of Differential Equations》 1994年第3期358-367,共10页
The general criteria of stability for equihbrium points of scalar autonomous difference equations are given, wich cover all the cases as long as the right-hand function has continuous derivatives up to the desired ord... The general criteria of stability for equihbrium points of scalar autonomous difference equations are given, wich cover all the cases as long as the right-hand function has continuous derivatives up to the desired order. Thus, the stability problems of scalar autonomous difference equations are thoroughly solved. The proofs of the obtained criteria are mathematically rigorous and complete. Also, several exam pies are given to illustrate the obtained results. 展开更多
关键词 Scalar autonomous difference equations uniform asymptotic stability unstability attracting equilibrium points repelling equilibrium points.
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