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On Φ0-stability Of Dynamical Systems

Posted on:2005-10-17Degree:MasterType:Thesis
Country:ChinaCandidate:F J GengFull Text:PDF
GTID:2120360125454778Subject:Applied Mathematics
Abstract/Summary:PDF Full Text Request
In this paper, a new types of stability were extend for two different systems, Differential system and Difference system; There are two chapter in this paper, in the first chapter we extended these new types of stability, namely relative (stability to two functional differential systems and gave some results of relative instability using cone and cone-valued Lyapunov functional. In the second chapter we investigated the new types of stability, namely instability of comparison difference equations, at the same time, various stability results for a very general system of difference equations were obtained via the method of cone-valued functions and comparison principle.
Keywords/Search Tags:Relatively -equistable, Uniformly relatively -stable, Relatively-equi-asymptotically stable, Uniformly relatively -asymptotically stable, po-equistable, Uniformly -stable, -oqui-asymptotically stable, Uniformly -asymptoticallystable.
PDF Full Text Request
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