Delay Differential Equations and Applications延迟微分方程与应用/会议录

2006-9  

Kluwer Academic Pub  

Arino, O. (EDT)/ Hbid, M. L. (EDT)/ Dads, E. Ait (EDT)  

581  

NATO Science series II.mathematics ,Physics and chemistry.

List of Figures PrefaceContributing AuthorsIntroduction1 History of delay equationsPart I General Results and linear Theory of delay equations in Finite Dimensional spaces 2 Some General Results and remarks on delay Differential Equations 3 Autonomous Funtional Differential EquationsPart II Hopf bifurcation,Centre manifolds and normal forms for delay differential Equations 4 Variation of Constant Formulaa for Delay Differential Equations 5 Introduction to hopf Bifurcation theory for delay differential Equations 6 An Algorithmic scheme for Approximating Center Manifolds and Normal forms for functional differential equations 7 Normal forms and bifurcations for delay Differential Equations Part III Functional differential equations in infinite dimensional 8 A Theory of linear delay differential equations in infinite dimensional spaces 9 The Basic theory of Abstract semilinear functional differential equations and m.adimyPart iv 10 Dynamics of delay differential equations 11 Dealy differential equations in single species dynamics 12 Well-posedness,Regularity and Asymptotic behaviour of retarded differential equations by extrapolation theory 13 Time Delays in epidemic models:Modeling and numerical considerations AppendixReferencesIndex

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